Cosine: Integration

Cos

$Mathematica Notation$

Elementary Functions

Cos[z]

Integration

Indefinite integration

Involving only one direct function

Involving one direct function and elementary functions

Involving power function

Involving power

Power arguments

Involving z^alpha-1and arguments a z

Involving z^alpha-1and arguments a z+b

Involving z^alpha-1and arguments a z^r

Involving z^alpha-1and arguments a z^r+b

Involving rational functions

Involving (a z+b)^-n

Involving (a z²+b)^-n

Involving (a z²+b z+c)^-n

Involving algebraic functions

Involving (a z+b)^beta

Involving exponential function

Involving exp

Involving a^{b z} cos(c z)

Involving a^{b z+e} cos(c z)

Involving a^{b z} cos(c z+d)

Involving a^{b z+e} cos(c z+d)

Involving a^{b z^r} cos(c z)

Involving a^{b z^r+e} cos(c z)

Involving a^{b z^r+d z} cos(c z)

Involving a^{b z^r+d z+e} cos(c z)

Involving a^{b z^r} cos(f z+g)

Involving a^{b z^r+e} cos(f z+g)

Involving a^{b z^r+d z} cos(f z+g)

Involving a^{b z^r+d z+e} cos(f z+g)

Involving a^{b z} cos(c z^r)

Involving a^{b z+e} cos(c z^r)

Involving a^{b z^r}cos(c z^r)

Involving a^{b z^r+e}cos(c z^r)

Involving a^{b z^r+d z} cos(c z^r)

Involving a^{b z^r+d z+e} cos(c z^r)

Involving a^{d z} cos(c z^r+g)

Involving a^{d z+e} cos(c z^r+g)

Involving a^{b z^r}cos(c z^r+g)

Involving a^{b z^r+e}cos(c z^r+g)

Involving a^{b z^r+d z} cos(c z^r+g)

Involving a^{b z^r+d z+e} cos(c z^r+g)

Involving rational functions of exp

Involving (a+b e^{d z})^-n cos(c z+e)

Involving e^{p z}(a+b e^{d z})^-n cos(c z+e)

Involving algebraic functions of exp

Involving (a+b e^{d z})^beta cos(c z+e)

Involving e^{p z}(a+b e^{d z})^beta cos(c z+e)

Involving exponential function and a power function

Involving exp and power

Involving z^alpha-1 e^{b z} cos(c z)

Involving z^alpha-1 e^{b z+e} cos(c z)

Involving z^alpha-1 e^{b z} cos(c z+d)

Involving z^alpha-1 e^{b z+e} cos(c z+d)

Involving zⁿ e^{b z^r} cos(c z)

Involving zⁿ e^{b z^r+e} cos(c z)

Involving zⁿe^{b z^r+d z}cos(c z)

Involving zⁿe^{b z^r+d z+e}cos(c z)

Involving zⁿ e^{b z^r} cos(f z+g)

Involving zⁿ e^{b z^r+e} cos(f z+g)

Involving zⁿ e^{b z^r+d z} cos(f z+g)

Involving zⁿ e^{b z^r+d z+e} cos(f z+g)

Involving zⁿ e^{b z} cos(c z^r)

Involving zⁿ e^{b z+e} cos(c z^r)

Involving z^alpha-1e^{b z^r}cos(c z^r)

Involving z^alpha-1e^{b z^r+e}cos(c z^r)

Involving zⁿ e^{b z^r+d z} cos(c z^r)

Involving zⁿ e^{b z^r+d z+e} cos(c z^r)

Involving zⁿ e^{d z} cos(c z^r+g)

Involving zⁿ e^{d z+e} cos(c z^r+g)

Involving z^alpha-1e^{b z^r}cos(c z^r+g)

Involving z^alpha-1e^{b z^r+e}cos(c z^r+g)

Involving zⁿ e^{b z^r+d z} cos(c z^r+g)

Involving zⁿ e^{b z^r+d z+e} cos(c z^r+g)

Involving exponential and algebraic functions

Involving exp and algebraic functions

Involving (a z+b)^beta d^z

Arguments involving polynomials

Involving a z²+b z+c

Involving a z²+b z

Involving a z²+c

Arguments involving rational functions

Involving a z²+b/z²

Involving a z²+b/z²+c

Arguments involving algebraic functions

Involving a z+b z^1/2+c

Involving a z+b z^1/2

Involving a z^r+c

Arguments involving exponential functions

Arguments involving trigonometric functions

Involving tan

Involving cot

Arguments involving hyperbolic functions

Involving tanh

Involving coth

Arguments involving inverse trigonometric functions

Involving sin^-1

Involving cos^-1

Involving tan^-1

Involving cot^-1

Involving csc^-1

Involving sec^-1

Arguments involving inverse hyperbolic functions

Involving sinh^-1

Involving cosh^-1

Involving tanh^-1

Involving coth^-1

Involving csch^-1

Involving sech^-1

Arguments involving polynomials or algebraic functions and power factors

Involving power

Involving zⁿ cos(a z^r+b z)

Involving zⁿ cos(a z^r+b z+c)

Arguments involving polynomials or algebraic functions and factors involving exponential functions

Involving exp

Involving a^{d z} cos(c z^r+f z)

Involving a^{d z+e} cos(c z^r+f z)

Involving a^{b z^r} cos(c z^r+f z)

Involving a^{b z^r+e} cos(c z^r+f z)

Involving a^{b z^r+d z} cos(c z^r+f z)

Involving a^{b z^r+d z+e} cos(c z^r+f z)

Involving a^{d z} cos(c z^r+f z+g)

Involving a^{d z+e} cos(c z^r+f z+g)

Involving a^{b z^r} cos(c z^r+f z+g)

Involving a^{b z^r+e} cos(c z^r+f z+g)

Involving a^{b z^r+d z} cos(c z^r+f z+g)

Involving a^{b z^r+d z+e} cos(c z^r+f z+g)

Arguments involving polynomials or algebraic functions and factors involving exponential function and a power function

Involving exp and power

Involving zⁿ e^{d z} cos(c z^r+f z)

Involving zⁿ e^{d z+e} cos(c z^r+f z)

Involving zⁿ e^{b z^r} cos(c z^r+f z)

Involving zⁿ e^{b z^r+e} cos(c z^r+f z)

Involving zⁿ e^{b z^r+d z} cos(c z^r+f z)

Involving zⁿ e^{b z^r+d z+e} cos(c z^r+f z)

Involving zⁿ e^{d z} cos(c z^r+f z+g)

Involving zⁿ e^{d z+e} cos(c z^r+f z+g)

Involving zⁿ e^{b z^r} cos(c z^r+f z+g)

Involving zⁿ e^{b z^r+e} cos(c z^r+f z+g)

Involving zⁿ e^{b z^r+d z} cos(c z^r+f z+g)

Involving zⁿ e^{b z^r+d z+e} cos(c z^r+f z+g)

Involving trigonometric functions

Involving sin

Involving sin(c z)cos(a z)

Involving sin(c z+d)cos(a z)

Involving sin(c z)cos(a z+b)

Involving sin(c z+d)cos(a z+b)

Involving sin(b z^r)cos(c z)

Involving sin(b z^r+e)cos(c z)

Involving sin(b z^r+d z)cos(c z)

Involving sin(b z^r+d z+e)cos(c z)

Involving sin(b z^r) cos(f z+g)

Involving sin(b z^r+e) cos(f z+g)

Involving sin(b z^r+d z) cos(f z+g)

Involving sin(b z^r+d z+e) cos(f z+g)

Involving sin(b z)cos(c z^r)

Involving sin(d z+e) cos(c z^r)

Involving sin(b z^r) cos(c z^r)

Involving sin(b z^r+e) cos(c z^r)

Involving sin(b z^r+d z) cos(c z^r)

Involving sin(b z^r+d z+e) cos(c z^r)

Involving sin(d z) cos(c z^r+g)

Involving sin(d z+e) cos(c z^r+g)

Involving sin(b z^r) cos(c z^r+g)

Involving sin(b z^r+e) cos(c z^r+g)

Involving sin(b z^r+d z) cos(c z^r+g)

Involving sin(b z^r+d z+e) cos(c z^r+g)

Involving sin(d z) cos(c z^r+f z)

Involving sin(d z+e) cos(c z^r+f z)

Involving sin(b z^r) cos(c z^r+f z)

Involving sin(b z^r+e) cos(c z^r+f z)

Involving sin(b z^r+d z) cos(c z^r+f z)

Involving sin(b z^r+d z+e) cos(c z^r+f z)

Involving sin(d z) cos(c z^r+f z+g)

Involving sin(d z+e) cos(c z^r+f z+g)

Involving sin(b z^r) cos(c z^r+f z+g)

Involving sin(b z^r+e) cos(c z^r+f z+g)

Involving sin(b z^r+d z) cos(c z^r+f z+g)

Involving sin(b z^r+d z+e) cos(c z^r+f z+g)

Involving powers of sin

Involving sin^mu(c z)sin(a z)

Involving sin^mu(c z+d)cos(a z)

Involving sin^mu(c z)cos(a z+b)

Involving sin^mu(c z+d)cos(a z+b)

Involving sin^m(b z^r)cos(c z)

Involving sin^m(b z^r+e)cos(c z)

Involving sin^m(b z^r+d z)cos(c z)

Involving sin^m(b z^r+d z+e)cos(c z)

Involving sin^m(b z^r) cos(f z+g)

Involving sin^m(b z^r+e) cos(f z+g)

Involving sin^m(b z^r+d z) cos(f z+g)

Involving sin^m(b z^r+d z+e) cos(f z+g)

Involving sin(b z)^mcos(c z^r)

Involving sin^m(d z+e) cos(c z^r)

Involving sin^m(b z^r) cos(c z^r)

Involving sin^m(b z^r+e) cos(c z^r)

Involving sin^m(b z^r+d z) cos(c z^r)

Involving sin^m(b z^r+d z+e) cos(c z^r)

Involving sin^m(d z) cos(c z^r+g)

Involving sin^m(d z+e) cos(c z^r+g)

Involving sin^m(b z^r) cos(c z^r+g)

Involving sin^m(b z^r+e) cos(c z^r+g)

Involving sin^m(b z^r+d z) cos(c z^r+g)

Involving sin^m(b z^r+d z+e) cos(c z^r+g)

Involving sin^m(d z) cos(c z^r+f z)

Involving sin^m(d z+e) cos(c z^r+f z)

Involving sin^m(b z^r) cos(c z^r+f z)

Involving sin^m(b z^r+e) cos(c z^r+f z)

Involving sin^m(b z^r+d z) cos(c z^r+f z)

Involving sin^m(b z^r+d z+e) cos(c z^r+f z)

Involving sin^m(d z) cos(c z^r+f z+g)

Involving sin^m(d z+e) cos(c z^r+f z+g)

Involving sin^m(b z^r) cos(c z^r+f z+g)

Involving sin^m(b z^r+e) cos(c z^r+f z+g)

Involving sin^m(b z^r+d z) cos(c z^r+f z+g)

Involving sin^m(b z^r+d z+e) cos(c z^r+f z+g)

Involving products of sin

Involving rational functions of sin

Involving cos(c z)/a+b sin(d z)

Involving (a+b sin(d z))^-ncos(c z)

Involving cos(c z)/a+b sin²(d z)

Involving (a+b sin²(d z))^-ncos(c z)

Involving sin(e z)cos(c z)/a+b sin(d z)

Involving sin(e z)cos(c z)(a+b sin(d z))^-n

Involving sin(e z)cos(c z)/a+b sin²(d z)

Involving sin(e z)cos(c z)(a+b sin²(d z))^-n

Involving algebraic functions of sin

Involving (a+b sin(d z))^beta cos(c z)

Involving (a+b sin²(d z))^beta cos(c z)

Involving sin(e z)cos(c z)(a+b sin(d z))^beta

Involving sin(e z)cos(c z)(a+b sin²(d z))^beta

Involving trigonometric and a power functions

Involving sin and power

Involving z^alpha-1sin(c z)sin(a z)

Involving z^alpha-1sin(c z+d)cos(a z)

Involving z^alpha-1sin(c z)cos(a z+b)

Involving z^alpha-1sin(c z+d)cos(a z+b)

Involving zⁿ sin(b z^r) cos(c z)

Involving zⁿ sin(b z^r+e) cos(c z)

Involving zⁿsin(b z^r+d z)cos(c z)

Involving zⁿsin(b z^r+d z+e)cos(c z)

Involving zⁿ sin(b z^r) cos(f z+g)

Involving zⁿ sin(b z^r+e) cos(f z+g)

Involving zⁿ sin(b z^r+d z) cos(f z+g)

Involving zⁿ sin(b z^r+d z+e) cos(f z+g)

Involving zⁿ sin(b z) cos(c z^r)

Involving zⁿ sin(d z+e) cos(c z^r)

Involving z^alpha-1 sin(b z^r) cos(c z^r)

Involving z^alpha-1 sin(b z^r+e) cos(c z^r)

Involving zⁿ sin(b z^r+d z) cos(c z^r)

Involving zⁿ sin(b z^r+d z+e) cos(c z^r)

Involving zⁿ sin(d z) cos(c z^r+g)

Involving zⁿ sin(d z+e) cos(c z^r+g)

Involving z^alpha-1 sin(b z^r) cos(c z^r+g)

Involving z^alpha-1 sin(b z^r+e) cos(c z^r+g)

Involving zⁿ sin(b z^r+d z) cos(c z^r+g)

Involving zⁿ sin(b z^r+d z+e) cos(c z^r+g)

Involving zⁿ sin(d z) cos(c z^r+f z)

Involving zⁿ sin(d z+e) cos(c z^r+f z)

Involving zⁿ sin(b z^r) cos(c z^r+f z)

Involving zⁿ sin(b z^r+e) cos(c z^r+f z)

Involving zⁿ sin(b z^r+d z) cos(c z^r+f z)

Involving zⁿ sin(b z^r+d z+e) cos(c z^r+f z)

Involving zⁿ sin(d z) cos(c z^r+f z+g)

Involving zⁿ sin(d z+e) cos(c z^r+f z+g)

Involving zⁿ sin(b z^r) cos(c z^r+f z+g)

Involving zⁿ sin(b z^r+e) cos(c z^r+f z+g)

Involving zⁿ sin(b z^r+d z) cos(c z^r+f z+g)

Involving zⁿ sin(b z^r+d z+e) cos(c z^r+f z+g)

Involving powers of sin and power

Involving z^alpha-1sin^mu(c z)cos(a z)

Involving z^alpha-1sin^mu(c z+d)cos(a z)

Involving z^alpha-1sin^mu(c z)cos(a z+b)

Involving z^alpha-1sin^mu(c z+d)cos(a z+b)

Involving zⁿ sin^m(b z^r) cos(c z)

Involving zⁿ sin^m(b z^r+e) cos(c z)

Involving zⁿsin^m(b z^r+d z)cos(c z)

Involving zⁿsin^m(b z^r+d z+e)cos(c z)

Involving zⁿ sin^m(b z^r) cos(f z+g)

Involving zⁿ sin^m(b z^r+e) cos(f z+g)

Involving zⁿ sin^m(b z^r+d z) cos(f z+g)

Involving zⁿ sin^m(b z^r+d z+e) cos(f z+g)

Involving zⁿ sin^m(d z+e) cos(c z^r)

Involving z^alpha-1 sin^m(b z^r) cos(c z^r)

Involving z^alpha-1 sin^m(b z^r+e) cos(c z^r)

Involving zⁿ sin^m(b z^r+d z) cos(c z^r)

Involving zⁿ sin^m(b z^r+d z+e) cos(c z^r)

Involving zⁿ sin^m(d z) cos(c z^r+g)

Involving zⁿ sin^m(d z+e) cos(c z^r+g)

Involving z^alpha-1 sin^m(b z^r) cos(c z^r+g)

Involving z^alpha-1 sin^m(b z^r+e) cos(c z^r+g)

Involving zⁿ sin^m(b z^r+d z) cos(c z^r+g)

Involving zⁿ sin^m(b z^r+d z+e) cos(c z^r+g)

Involving zⁿ sin^m(d z) cos(c z^r+f z)

Involving zⁿ sin^m(d z+e) cos(c z^r+f z)

Involving zⁿ sin^m(b z^r) cos(c z^r+f z)

Involving zⁿ sin^m(b z^r+e) cos(c z^r+f z)

Involving zⁿ sin^m(b z^r+d z) cos(c z^r+f z)

Involving zⁿ sin^m(b z^r+d z+e) cos(c z^r+f z)

Involving zⁿ sin^m(d z) cos(c z^r+f z+g)

Involving zⁿ sin^m(d z+e) cos(c z^r+f z+g)

Involving zⁿ sin^m(b z^r) cos(c z^r+f z+g)

Involving zⁿ sin^m(b z^r+e) cos(c z^r+f z+g)

Involving zⁿ sin^m(b z^r+d z) cos(c z^r+f z+g)

Involving zⁿ sin^m(b z^r+d z+e) cos(c z^r+f z+g)

Involving trigonometric and exponential functions

Involving sin and exp

Involving e^{p z}sin(c z)cos^nu(a z)

Involving e^{p z}sin^mu(c z+d)cos(a z)

Involving e^{p z}sin(c z)cos(a z+b)

Involving e^{p z}sin(c z+d)cos(a z+b)

Involving e^{p z^r}sin(b z²)cos(c z)

Involving e^{p z^r}sin(b z)cos(c z)

Involving e^{p z}sin(b z^r)cos(c z)

Involving e^{p z} sin(b z)cos(c z^r)

Involving e^{p z^r} sin(b z)cos(c z^r)

Involving e^{p z} sin(b z^r)cos(c z^r)

Involving e^{p z^r} sin(b z^r)cos(c z^r)

Involving e^{b z^r+e} sin(a z^r+q) cos(c z^r+g)

Involving e^{b z^r+d z+e} sin(a z^r+p z+q) cos(c z^r+f z+g)

Involving sin and rational functions of exp

Involving sin(e z)cos(c z)(a+b e^{d z})^-n

Involving e^{p z}sin(e z)cos(c z)(a+b e^{d z})^-n

Involving sin and algebraic functions of exp

Involving (a+b e^{d z})^beta sin(e z)cos(c z)

Involving e^{p z}(a+b e^{d z})^beta sin(e z)cos(c z)

Involving powers of sin and exp

Involving e^{p z}sin^mu(c z)cos(a z)

Involving e^{p z}sin^mu(c z+d)cos(a z)

Involving e^{p z}sin^mu(c z)cos(a z+b)

Involving e^{p z}sin^mu(c z+d)cos(a z+b)

Involving e^{p z^r}sin^m(b z^r)cos(c z)

Involving e^{p z^r}sin^m(b z)cos(c z)

Involving e^{p z}sin^m(b z^r)cos(c z)

Involving e^{p z} sin^m(b z)cos(c z^r)

Involving e^{p z^r} sin^m(b z)cos(c z^r)

Involving e^{p z} sin^m(b z^r)cos(c z^r)

Involving e^{p z^r} sin^m(b z^r)cos(c z^r)

Involving e^{b z^r+e} sin^m(a z^r+q) cos(c z^r+g)

Involving e^{b z^r+d z+e} sin^m(a z^r+p z+q) cos(c z^r+f z+g)

Involving powers of sin and rational functions of exp

Involving sin^m(e z)cos(c z)(a+b e^{d z})^-n

Involving e^{p z}sin^m(e z)cos(c z)(a+b e^{d z})^-n

Involving powers of sin and algebraic functions of exp

Involving (a+b e^{d z})^beta sin^m(e z)cos(c z)

Involving e^{p z}(a+b e^{d z})^beta sin^m(e z)cos(c z)

Involving products of sin and exp

Involving rational functions of sin and exp

Involving e^{p z}cos(c z)/a+b sin(d z)

Involving e^{p z}(a+b sin(d z))^-ncos(c z)

Involving e^{p z}cos(c z)/a+b sin²(d z)

Involving e^{p z}(a+b sin²(d z))^-ncos(c z)

Involving e^{p z}sin(e z)cos(c z)/a+b sin(d z)

Involving e^{p z}sin(e z)cos(c z)(a+b sin(d z))^-n

Involving e^{p z}sin(e z)cos(c z)/a+b sin²(d z)

Involving e^{p z}sin(e z)cos(c z)(a+b sin²(d z))^-n

Involving algebraic functions of sin and exp

Involving e^{p z}(a+b sin(d z))^beta cos(c z)

Involving e^{p z}(a+b sin²(d z))^beta cos(c z)

Involving e^{p z}sin(e z)cos(c z)(a+b sin(d z))^beta

Involving e^{p z}sin(e z)cos(c z)(a+b sin²(d z))^beta

Involving trigonometric, exponential and a power functions

Involving sin, exp and power

Involving z^alpha-1e^{b z}sin(c z)cos(a z)

Involving z^alpha-1e^{p z}sin(c z+d)cos(a z)

Involving z^alpha-1e^{p z}sin(c z)cos(a z+b)

Involving z^alpha-1e^{p z}sin(c z+d)cos(a z+b)

Involving zⁿe^{p z^r}sin(b z^r)cos(c z)

Involving zⁿe^{p z^r}sin(b z)cos(c z)

Involving zⁿe^{p z}sin(b z^r)cos(c z)

Involving zⁿe^{p z} sin(b z)cos(c z^r)

Involving zⁿe^{p z^r} sin(b z)cos(c z^r)

Involving zⁿe^{p z} sin(b z^r)cos(c z^r)

Involving z^alpha-1e^{p z^r} sin(b z^r)cos(c z^r)

Involving z^alpha-1 e^{b z^r+e} sin(a z^r+q) cos(c z^r+g)

Involving zⁿ e^{b z^r+d z+e} sin(a z^r+p z+q) cos(c z^r+f z+g)

Involving powers of sin, exp and power

Involving z^alpha-1e^{p z}sin^mu(c z)cos(a z)

Involving z^alpha-1e^{p z}sin^mu(c z+d)cos(a z)

Involving z^alpha-1e^{p z}sin^mu(c z)cos(a z+b)

Involving z^alpha-1e^{p z}sin^mu(c z+d)cos(a z+b)

Involving zⁿe^{p z^r}sin^m(b z^r)cos^v(c z)

Involving zⁿe^{p z^r}sin^m(b z)cos(c z)

Involving zⁿe^{p z}sin^m(b z^r)cos(c z)

Involving zⁿe^{p z} sin^m(b z)cos(c z^r)

Involving zⁿe^{p z^r} sin^m(b z)cos(c z^r)

Involving zⁿe^{p z} sin^m(b z^r)cos(c z^r)

Involving z^alpha-1e^{p z^r} sin^m(b z^r)cos(c z^r)

Involving z^alpha-1 e^{b z^r+e} sin^m(a z^r+q) cos(c z^r+g)

Involving zⁿ e^{b z^r+d z+e} sin^m(a z^r+p z+q) cos(c z^r+f z+g)

Involving functions of the direct function

Involving powers of the direct function

Involving powers of cos

Involving cos^v(a z)

Involving cos^nu(a z+b)

Involving cos^v(a z²+b/z²)

Involving cos^v(a z²+b/z²+c)

Involving cos^v(a z^r)

Involving cos^v(a(z^r)^p)

Involving cos^v(a z^r+b)

Involving cos^v(a z^r+b z)

Involving cos^v(a z^r+b z+c)

Involving products of the direct

Involving products of two direct functions

Involving cos(c z) cos(a z)

Involving cos(c z) cos(a z+b)

Involving cos(c z+d) cos(a z+b)

Involving cos(d z) cos(c z^r)

Involving cos(d z+e) cos(c z^r)

Involving cos(a z^r) cos(c z^r)

Involving cos(d z) cos(c z^r+g)

Involving cos(d z+e) cos(c z^r+g)

Involving cos(a z^r) cos(c z^r+g)

Involving cos(a z^r+e) cos(c z^r+g)

Involving cos(d z) cos(c z^r+f z)

Involving cos(d z+e) cos(c z^r+f z)

Involving cos(b z^r) cos(c z^r+f z)

Involving cos(b z^r+e) cos(c z^r+f z)

Involving cos(b z^r+d z) cos(c z^r+f z)

Involving cos(d z) cos(c z^r+f z+g)

Involving cos(d z+e) cos(c z^r+f z+g)

Involving cos(b z^r) cos(c z^r+f z+g)

Involving cos(b z^r+e) cos(c z^r+f z+g)

Involving cos(b z^r+d z) cos(c z^r+f z+g)

Involving cos(b z^r+d z+e) cos(c z^r+f z+g)

Involving products of several direct functions

Involving cos(a z+alpha) cos(b z+beta) cos(c z+gamma)

Involving ∏ _k=1ⁿcos(a_k z)

Involving products of powers of the direct function

Involving product of power of the direct function and the direct function

Involving cos(c z)cos^nu(a z)

Involving cos(c z+d)cos^nu(a z)

Involving cos(c z)cos^nu(a z+b)

Involving cos(c z+d)cos^nu(a z+b)

Involving cos(b z^r) cos^v(c z)

Involving cos(b z^r+e) cos^v(c z)

Involving cos(b z^r+d z) cos^v(c z)

Involving cos(b z^r+d z+e) cos^v(c z)

Involving cos(b z^r) cos^v(f z+g)

Involving cos(b z^r+e) cos^v(f z+g)

Involving cos(b z^r+d z) cos^v(f z+g)

Involving cos(b z^r+d z+e) cos^v(f z+g)

Involving cos(b z) cos^v(c z^r)

Involving cos(d z+e) cos^v(c z^r)

Involving cos(a z^r) cos^v(c z^r)

Involving cos(a z^r+e) cos^v(c z^r)

Involving cos(b z^r+d z) cos^v(c z^r)

Involving cos(b z^r+d z+e) cos^v(c z^r)

Involving cos(d z) cos^v(c z^r+g)

Involving cos(d z+e) cos^v(c z^r+g)

Involving cos(a z^r) cos^v(c z^r+g)

Involving cos(a z^r+e) cos^v(c z^r+g)

Involving cos(b z^r+d z) cos^v(c z^r+g)

Involving cos(b z^r+d z+e) cos^v(c z^r+g)

Involving cos(d z) cos^v(c z^r+f z)

Involving cos(d z+e) cos^v(c z^r+f z)

Involving cos(b z^r) cos^v(c z^r+f z)

Involving cos(b z^r+e) cos^v(c z^r+f z)

Involving cos(b z^r+d z) cos^v(c z^r+f z)

Involving cos(b z^r+d z+e) cos^v(c z^r+f z)

Involving cos(d z) cos^v(c z^r+f z+g)

Involving cos(d z+e) cos^v(c z^r+f z+g)

Involving cos(b z^r) cos^v(c z^r+f z+g)

Involving cos(b z^r+e) cos^v(c z^r+f z+g)

Involving cos(b z^r+d z) cos^v(c z^r+f z+g)

Involving cos(b z^r+d z+e) cos^v(c z^r+f z+g)

Involving product of powers of two direct functions

Involving cos^mu(c z)cos^v(a z)

Involving cos^mu(c z)cos^v(a z+b)

Involving cos^mu(c z+d)cos^v(a z+b)

Involving cos^m(d z) cos^v(c z^r)

Involving cos^m(d z+e) cos^v(c z^r)

Involving cos^m(a z^r) cos^v(c z^r)

Involving cos^m(d z) cos^v(c z^r+g)

Involving cos^m(d z+e) cos^v(c z^r+g)

Involving cos^m(a z^r) cos^v(c z^r+g)

Involving cos^m(a z^r+e) cos^v(c z^r+g)

Involving cos^m(d z) cos^v(c z^r+f z)

Involving cos^m(d z+e) cos^v(c z^r+f z)

Involving cos^m(b z^r) cos^v(c z^r+f z)

Involving cos^m(b z^r+e) cos^v(c z^r+f z)

Involving cos^m(b z^r+d z+e) cos^v(c z^r+f z)

Involving cos^m(d z) cos^v(c z^r+f z+g)

Involving cos^m(d z+e) cos^v(c z^r+f z+g)

Involving cos^m(b z^r) cos^v(c z^r+f z+g)

Involving cos^m(b z^r+e) cos^v(c z^r+f z+g)

Involving cos^m(b z^r+d z+e) cos^v(c z^r+f z+g)

Involving rational functions of the direct function

Involving 1/a+b cos(c z)

Involving (a+b cos(c z))^-n

Involving 1/a+b cosⁿ(c z)

Involving (a+b cos²(c z))^-n

Involving cos(d z)/a+b cos(c z)

Involving cos(d z)(a+b cos(c z))^-n

Involving cos(d z)/a+b cos²(c z)

Involving cos^m(c z)/a+b cosⁿ(c z)

Involving cos(d z)(a+b cos²(c z))^-n

Involving cos^m(c z)(a+b cos²(c z))^-n

Involving cos(e z)cos(d z)/a+b cos(c z)

Involving cos(e z)cos(d z)(a+b cos(c z))^-n

Involving cos(e z)cos(d z)/a+b cos²(c z)

Involving cos(e z)cos(d z)(a+b cos²(c z))^-n

Involving algebraic functions of the direct function

Involving (a+b cos(c z))^beta

Involving ((a+b cos(c z))^nu)^beta

Involving (a+b cos(c z))^beta cos(c z)

Involving ((a+b cos(c z))^nu)^beta cos(d z)

Involving (a+b cos(c z))^beta cos^nu(c z)

Involving (a+b cos(c z))^betaand rational function of cos(c z)

Involving (a+b cos(2c z))^beta cos(c z)

Involving ((a+b cos(2c z))^m)^+-1/2cos(c z)

Involving (a+b cos(2c z))^beta cos^v(c z)

Involving cos(e z)cos(d z)(a+b cos(c z))^beta

Involving (a+b cos²(c z))^beta

Involving (a+b cos²(c z))^betacos(d z)

Involving ((a+b cos²(c z))^nu)^beta

Involving ((a+b cos²(c z))^nu)^betacos(d z)

Involving (a+b cos²(c z))^beta cos^nu(c z)

Involving (a+b sin²(c z))^betaand rational function of sin(c z)

Involving cos(e z)cos(d z)(a+b cos²(c z))^beta

Involving (a+b cos²(c z))^betaand algebraic function of cos(c z)

Other integrals

Involving functions of the direct function and a power function

Involving powers of the direct function and a power function

Involving powers of sin and power

Involving z^alpha-1 cos^v(a z)

Involving z^alpha-1 cos^nu(a z+b)

Involving z^alpha-1 cos^v(a z^r)

Involving z^alpha-1 cos^v(a z^r+b)

Involving zⁿ cos^v(c z^r+f z)

Involving zⁿ cos^v(c z^r+f z+g)

Involving powers of the direct function and algebraic functions

Involving powers of cos and algebraic functions

Involving (a z+b)^beta

Involving products of the direct function and a power function

Involving products of two direct functions and a power function

Involving z^alpha-1cos(c z)cos(a z)

Involving z^alpha-1cos(c z)cos(a z+b)

Involving z^alpha-1cos(c z+d)cos(a z+b)

Involving zⁿ cos(d z) cos(c z^r)

Involving zⁿ cos(d z+e) cos(c z^r)

Involving z^alpha-1 cos(b z^r) cos(c z^r)

Involving zⁿ cos(d z) cos(c z^r+g)

Involving zⁿ cos(d z+e) cos(c z^r+g)

Involving z^alpha-1 cos(b z^r) cos(c z^r+g)

Involving z^alpha-1 cos(b z^r+e) cos(c z^r+g)

Involving zⁿ cos(d z) cos(c z^r+f z)

Involving zⁿ cos(d z+e) cos(c z^r+f z)

Involving zⁿ cos(b z^r) cos(c z^r+f z)

Involving zⁿ cos(b z^r+e) cos(c z^r+f z)

Involving zⁿ cos(b z^r+d z+e) cos(c z^r+f z)

Involving zⁿ cos(d z) cos(c z^r+f z+g)

Involving zⁿ cos(d z+e) cos(c z^r+f z+g)

Involving zⁿ cos(b z^r) cos(c z^r+f z+g)

Involving zⁿ cos(b z^r+e) cos(c z^r+f z+g)

Involving zⁿ cos(b z^r+d z+e) cos(c z^r+f z+g)

Involving products of several direct functions and a power function

Involving z^alpha-1cos(a z) cos(b z) cos(c z)

Involving z^alpha-1 ∏ _k=1ⁿcos(a_k z)

Involving products of powers of the direct function and a power function

Involving product of power of the direct function, the direct function and a power function

Involving z^alpha-1cos(c z)cos^nu(a z)

Involving z^alpha-1cos(c z+d)cos^v(a z)

Involving z^alpha-1cos(c z)cos^v(a z+b)

Involving z^alpha-1cos(c z+d)cos^v(a z+b)

Involving zⁿ cos(b z^r) cos^v(c z)

Involving zⁿ cos(b z^r+e) cos^v(c z)

Involving zⁿ cos(b z^r+d z) cos^v(c z)

Involving zⁿ cos(b z^r+d z+e) cos^v(c z)

Involving zⁿ cos(b z^r) cos^v(f z+g)

Involving zⁿ cos(b z^r+e) cos^v(f z+g)

Involving zⁿ cos(b z^r+d z) cos^v(f z+g)

Involving zⁿ cos(b z^r+d z+e) cos^v(f z+g)

Involving zⁿ cos(b z) cos^v(c z^r)

Involving zⁿ cos(d z+e) cos^v(c z^r)

Involving z^alpha-1 cos(b z^r) cos^v(c z^r)

Involving z^alpha-1 cos(b z^r+e) cos^v(c z^r)

Involving zⁿ cos(b z^r+d z) cos^v(c z^r)

Involving zⁿ cos(b z^r+d z+e) cos^v(c z^r)

Involving zⁿ cos(d z) cos^v(c z^r+g)

Involving zⁿ cos(d z+e) cos^v(c z^r+g)

Involving z^alpha-1 cos(b z^r) cos^v(c z^r+g)

Involving z^alpha-1 cos(b z^r+e) cos^v(c z^r+g)

Involving zⁿ cos(b z^r+d z) cos^v(c z^r+g)

Involving zⁿ cos(b z^r+d z+e) cos^v(c z^r+g)

Involving zⁿ cos(d z) cos^v(c z^r+f z)

Involving zⁿ cos(d z+e) cos^v(c z^r+f z)

Involving zⁿ cos(b z^r) cos^v(c z^r+f z)

Involving zⁿ cos(b z^r+e) cos^v(c z^r+f z)

Involving zⁿ cos(b z^r+d z) cos^v(c z^r+f z)

Involving zⁿ cos(b z^r+d z+e) cos^v(c z^r+f z)

Involving zⁿ cos(d z) cos^v(c z^r+f z+g)

Involving zⁿ cos(d z+e) cos^v(c z^r+f z+g)

Involving zⁿ cos(b z^r) cos^v(c z^r+f z+g)

Involving zⁿ cos(b z^r+e) cos^v(c z^r+f z+g)

Involving zⁿ cos(b z^r+d z) cos^v(c z^r+f z+g)

Involving zⁿ cos(b z^r+d z+e) cos^v(c z^r+f z+g)

Involving product of powers of two direct functions and a power function

Involving z^alpha-1cos^mu(c z)cos^v(a z)

Involving z^alpha-1cos^mu(c z)cos^v(a z+b)

Involving z^alpha-1cos^mu(c z+d)cos^v(a z+b)

Involving zⁿcos^m(b z)cos^v(c z^r)

Involving zⁿ cos^m(d z+e) cos^v(c z^r)

Involving z^alpha-1 cos^m(b z^r+e) cos^v(c z^r)

Involving zⁿ cos^m(d z) cos^v(c z^r+g)

Involving zⁿ cos^m(d z+e) cos^v(c z^r+g)

Involving z^alpha-1 cos^m(b z^r+e) cos^v(c z^r+g)

Involving zⁿ cos^m(d z) cos^v(c z^r+f z)

Involving zⁿ cos^m(d z+e) cos^v(c z^r+f z)

Involving zⁿ cos^m(b z^r) cos^v(c z^r+f z)

Involving zⁿ cos^m(b z^r+e) cos^v(c z^r+f z)

Involving zⁿ cos^m(b z^r+d z) cos^v(c z^r+f z)

Involving zⁿ cos^m(d z) cos^v(c z^r+f z+g)

Involving zⁿ cos^m(d z+e) cos^v(c z^r+f z+g)

Involving zⁿ cos^m(b z^r) cos^v(c z^r+f z+g)

Involving zⁿ cos^m(b z^r+e) cos^v(c z^r+f z+g)

Involving zⁿ cos^m(b z^r+d z) cos^v(c z^r+f z+g)

Involving zⁿ cos^m(b z^r+d z+e) cos^v(c z^r+f z+g)

Involving rational functions of the direct function and a power function

Involving z/a+b cos(c z+d)

Involving z cos(c z)/a+b cos(2c z)

Involving algebraic functions of the direct function and a power function

Involving z cos(c z)/(a+b cos²(c z))^beta

Involving functions of the direct function and algebraic functions

Involving products of the direct function and algebraic functions

Involving products of two direct functions and algebraic functions

Involving (f+e z)^alpha-1cos(d+c z) cos(b+a z)

Involving functions of the direct function and exponential function

Involving powers of the direct function and exponential function

Involving powers of cos and exp

Involving e^{b z} cos^v(a z)

Involving e^{b z+e} cos^v(a z)

Involving e^{p z} cos^nu(a z+b)

Involving e^{p z+e} cos^nu(a z+b)

Involving e^{b z^r}cos^v(c z)

Involving e^{b z^r+e}cos^v(c z)

Involving e^{b z^r+d z}cos^v(c z)

Involving e^{b z^r+d z+e}cos^v(c z)

Involving e^{b z^r} cos^v(f z+g)

Involving e^{b z^r+e} cos^v(f z+g)

Involving e^{b z^r+d z} cos^v(f z+g)

Involving e^{b z^r+d z+e} cos^v(f z+g)

Involving e^{b z} cos^v(c z^r)

Involving e^{b z+e} cos^v(c z^r)

Involving e^{b z^r}cos^v(c z^r)

Involving e^{b z^r+e}cos^v(c z^r)

Involving e^{b z^r+d z}cos^v(c z^r)

Involving e^{b z^r+d z+e} cos^v(c z^r)

Involving e^{d z} cos^v(c z^r+g)

Involving e^{d z+e} cos^v(c z^r+g)

Involving e^{b z^r}cos^v(c z^r+g)

Involving e^{b z^r+e}cos^v(c z^r+g)

Involving e^{b z^r+d z} cos^v(c z^r+g)

Involving e^{b z^r+d z+e} cos^v(c z^r+g)

Involving e^{d z} cos^v(c z^r+f z)

Involving e^{d z+e} cos^v(c z^r+f z)

Involving e^{b z^r} cos^v(c z^r+f z)

Involving e^{b z^r+e} cos^v(c z^r+f z)

Involving e^{b z^r+d z} cos^v(c z^r+f z)

Involving e^{b z^r+d z+e} cos^v(c z^r+f z)

Involving e^{d z} cos^v(c z^r+f z+g)

Involving e^{d z+e} cos^v(c z^r+f z+g)

Involving e^{b z^r} cos^v(c z^r+f z+g)

Involving e^{b z^r+e} cos^v(c z^r+f z+g)

Involving e^{b z^r+d z} cos^v(c z^r+f z+g)

Involving e^{b z^r+d z+e} cos^v(c z^r+f z+g)

Involving powers of direct function and rational functions of exp

Involving cos^v(c z)(a+b e^{d z})^-n

Involving e^{p z}cos^v(c z)(a+b e^{d z})^-n

Involving powers of direct function and algebraic functions of exp

Involving (a+b e^{d z})^beta cos^v(c z)

Involving e^{p z}(a+b e^{d z})^beta cos^v(c z)

Involving products of the direct function and exponential function

Involving products of two direct functions and exponential function

Involving e^{b z}cos(c z) cos(a z)

Involving e^{p z}cos(c z) cos(a z+b)

Involving e^{p z}cos(c z+d) cos(a z+b)

Involving e^{p z^r}cos(b z)cos(c z)

Involving e^{p z}cos(b z^r)cos(c z)

Involving e^{p z^r}cos(b z^r)cos(c z)

Involving e^{p z} cos(b z^r)cos(c z^r)

Involving e^{p z^r} cos(b z^r)cos(c z^r)

Involving e^{b z^r+e} cos(a z^r+q) cos(c z^r+g)

Involving e^{b z^r+d z+e} cos(a z^r+p z+q) cos(c z^r+f z+g)

Involving products of two direct functions and rational functions of exp

Involving cos(e z)cos(c z)(a+b e^{d z})^-n

Involving e^{p z}cos(e z)cos(c z)(a+b e^{d z})^-n

Involving products of two direct functions and algebraic functions of exp

Involving (a+b e^{d z})^beta cos(e z)cos(c z)

Involving e^{p z}(a+b e^{d z})^beta cos(e z)cos(c z)

Involving products of several direct functions and exponential function

Involving e^{p z}cos(a z) cos(b z) cos(c z)

Involving e^{p z} ∏ _k=1ⁿcos(a_k z)

Involving products of powers of two direct functions and exponential function

Involving product of power of the direct function, the direct function and exponential function

Involving e^{b z}cos(c z) cos^nu(a z)

Involving e^{p z}cos(c z+d) cos^v(a z)

Involving e^{p z}cos(c z) cos^v(a z+b)

Involving e^{p z}cos(c z+d) cos^v(a z+b)

Involving e^{p z^r}cos(b z)cos^v(c z)

Involving e^{p z}cos(b z^r)cos^v(c z)

Involving e^{p z} cos(b z)cos^v(c z^r)

Involving e^{p z} cos(b z^r)cos^v(c z^r)

Involving e^{p z^r} cos(b z)cos^v(c z^r)

Involving e^{p z^r}cos(b z^r)cos^v(c z)

Involving e^{p z^r} cos(b z^r)cos^v(c z^r)

Involving e^{b z^r+e} cos(a z^r+q) cos^v(c z^r+g)

Involving e^{b z^r+d z+e} cos(a z^r+p z+q) cos^v(c z^r+f z+g)

Involving product of power of the direct function, the direct function and rational functions of exp

Involving cos(e z)cos^v(c z)(a+b e^{d z})^-n

Involving e^{p z}cos(e z)cos^v(c z)(a+b e^{d z})^-n

Involving product of power of the direct function, the direct function and algebraic functions of exp

Involving (a+b e^{d z})^beta cos(e z)cos^v(c z)

Involving e^{p z}(a+b e^{d z})^beta cos(e z)cos^v(c z)

Involving product of powers of two direct functions and exponential function

Involving e^{b z}cos^mu(c z) cos^v(a z)

Involving e^{p z}cos^m(c z) cos^v(a z+b)

Involving e^{p z}cos^mu(c z+d) cos^v(a z+b)

Involving e^{p z^r}cos^m(b z)cos^v(c z)

Involving e^{p z}cos^m(b z^r)cos^v(c z)

Involving e^{p z^r}cos^m(b z^r)cos^v(c z)

Involving e^{p z} cos^m(b z^r)cos^v(c z^r)

Involving e^{p z^r} cos^m(b z^r)cos^v(c z^r)

Involving e^{b z^r+e} cos^m(a z^r+q) cos^v(c z^r+g)

Involving e^{b z^r+d z+e} cos^m(a z^r+p z+q) cos^v(c z^r+f z+g)

Involving product of powers of two direct functions and rational functions of exp

Involving cos^m(e z)cos^v(c z)(a+b e^{d z})^-n

Involving e^{p z}cos^m(e z)cos^v(c z)(a+b e^{d z})^-n

Involving product of powers of two direct functions and algebraic functions of exp

Involving (a+b e^{d z})^beta cos^m(e z)cos^v(c z)

Involving e^{p z}(a+b e^{d z})^beta cos^m(e z)cos^v(c z)

Involving rational functions of the direct function and exponential function

Involving exp

Involving e^{p z}/a+b cos(c z)

Involving e^{p z}(a+b cos(c z))^-n

Involving e^{p z}/a+b cos²(c z)

Involving e^{p z}(a+b cos²(c z))^-n

Involving e^{p z} cos(d z)/a+b cos(c z)

Involving e^{p z}(a+b cos(c z))^-ncos(d z)

Involving e^{p z}cos(d z)/a+b cos²(c z)

Involving e^{p z}(a+b cos²(c z))^-ncos(d z)

Involving e^{p z}cos(e z)cos(d z)/a+b cos(c z)

Involving e^{p z}cos(e z)cos(d z)(a+b cos(c z))^-n

Involving e^{p z}cos(e z)cos(d z)/a+b cos²(c z)

Involving e^{p z}cos(e z)cos(d z)(a+b cos²(c z))^-n

Involving algebraic functions of the direct function and exponential function

Involving exp

Involving e^{p z} (a+b cos(c z))^beta

Involving e^{p z} (a+b cos²(c z))^beta

Involving e^{p z}(a+b cos(d z))^beta cos(c z)

Involving e^{p z}(a+b cos²(d z))^beta cos(c z)

Involving e^{p z}cos(e z)cos(d z)(a+b cos(c z))^beta

Involving e^{p z}cos(e z)cos(d z)(a+b cos²(c z))^beta

Involving functions of the direct function, exponential and a power functions

Involving powers of the direct function, exponential and a power functions

Involving powers of cos, exp and power

Involving z^alpha-1 e^{b z} cos^v(a z)

Involving z^alpha-1 e^{b z+e} cos^v(a z)

Involving z^alpha-1 e^{p z} cos^nu(a z+b)

Involving z^alpha-1 e^{p z+e} cos^nu(a z+b)

Involving zⁿ e^{b z^r}cos^v(c z)

Involving zⁿ e^{b z^r+e} cos^v(c z)

Involving zⁿe^{b z^r+d z}cos^v(c z)

Involving zⁿe^{b z^r+d z+e}cos^v(c z)

Involving zⁿ e^{b z^r} cos^v(f z+g)

Involving zⁿ e^{b z^r+e} cos^v(f z+g)

Involving zⁿ e^{b z^r+d z} cos^v(f z+g)

Involving zⁿ e^{b z^r+d z+e} cos^v(f z+g)

Involving zⁿ e^{b z} cos^v(c z^r)

Involving zⁿ e^{b z+e} cos^v(c z^r)

Involving z^alpha-1e^{b z^r}cos^v(c z^r)

Involving z^alpha-1 e^{b z^r+e} cos^v(c z^r)

Involving zⁿe^{b z^r+d z}cos^v(c z^r)

Involving zⁿ e^{b z^r+d z+e} cos^v(c z^r)

Involving zⁿ e^{d z} cos^v(c z^r+g)

Involving zⁿ e^{d z+e} cos^v(c z^r+g)

Involving z^alpha-1 e^{b z^r} cos^v(c z^r+g)

Involving z^alpha-1 e^{b z^r+e} cos^v(c z^r+g)

Involving zⁿ e^{b z^r+d z} cos^v(c z^r+g)

Involving zⁿ e^{b z^r+d z+e} cos^v(c z^r+g)

Involving zⁿ e^{d z} cos^v(c z^r+f z)

Involving zⁿ e^{d z+e} cos^v(c z^r+f z)

Involving zⁿ e^{b z^r} cos^v(c z^r+f z)

Involving zⁿ e^{b z^r+e} cos^v(c z^r+f z)

Involving zⁿ e^{b z^r+d z+e} cos^v(c z^r+f z)

Involving zⁿ e^{d z} cos^v(c z^r+f z+g)

Involving zⁿ e^{d z+e} cos^v(c z^r+f z+g)

Involving zⁿ e^{b z^r} cos^v(c z^r+f z+g)

Involving zⁿ e^{b z^r+e} cos^v(c z^r+f z+g)

Involving zⁿ e^{b z^r+d z} cos^v(c z^r+f z+g)

Involving zⁿ e^{b z^r+d z+e} cos^v(c z^r+f z+g)

Involving products of the direct functions, exponential and a power functions

Involving products of two direct functions, exponential and a power functions

Involving z^alpha-1e^{p z}cos(c z) cos(a z)

Involving z^alpha-1e^{p z}cos(c z) cos(a z+b)

Involving z^alpha-1e^{p z}cos(c z+d) cos(a z+b)

Involving zⁿe^{p z^r}cos(b z)cos(c z)

Involving zⁿe^{p z}cos(b z^r)cos(c z)

Involving zⁿe^{p z^r}cos(b z^r)cos(c z)

Involving zⁿe^{p z} cos(b z^r)cos(c z^r)

Involving z^alpha-1e^{p z^r} cos(b z^r)cos(c z^r)

Involving z^alpha-1 e^{b z^r+e} cos(a z^r+q) cos(c z^r+g)

Involving zⁿ e^{b z^r+d z+e} cos(a z^r+p z+q) cos(c z^r+f z+g)

Involving products of several direct functions, exponential and a power functions

Involving z^alpha-1e^{p z} cos(a z) cos(b z) cos(c z)

Involving z^alpha-1e^{p z} ∏ _k=1ⁿcos(a_k z)

Involving products of powers of the direct function, exponential and a power functions

Involving product of power of the direct function, the direct function, exponential and a power functions

Involving z^alpha-1e^{b z}cos(c z) cos^nu(a z)

Involving zⁿe^{b z}cos(c z+d) cos^nu(a z)

Involving z^alpha-1e^{p z}c os(c z) cos^v(a z+b)

Involving z^alpha-1e^{p z}cos(c z+d) cos^v(a z+b)

Involving zⁿe^{p z^r}cos(b z) cos^v(c z)

Involving zⁿe^{p z}cos(b z^r)cos^v(c z)

Involving zⁿe^{p z}cos(b z)cos^v(c z^r)

Involving zⁿe^{p z} cos(b z^r)cos^v(c z^r)

Involving zⁿe^{p z^r}cos(b z)cos^v(c z^r)

Involving zⁿe^{p z^r}cos(b z^r)cos^v(c z)

Involving z^alpha-1e^{p z^r} cos(b z^r)cos^v(c z^r)

Involving z^alpha-1 e^{b z^r+e} cos(a z^r+q) cos^v(c z^r+g)

Involving zⁿ e^{b z^r+d z+e} cos(a z^r+p z+q) cos^v(c z^r+f z+g)

Involving product of powers of two direct functions, exponential and a power functions

Involving z^alpha-1e^{b z}cos^mu(c z) cos^v(a z)

Involving z^alpha-1e^{p z}cos^m(c z) cos^v(a z+b)

Involving z^alpha-1e^{p z}cos^m(c z+d) cos^v(a z+b)

Involving zⁿe^{p z^r}cos^m(b z) cos^v(c z)

Involving zⁿe^{p z}cos^m(b z^r)cos^v(c z)

Involving zⁿe^{p z^r}cos^m(b z^r)cos^v(c z)

Involving zⁿe^{p z} cos^m(b z^r)cos^v(c z^r)

Involving z^alpha-1e^{p z^r} cos^m(b z^r)cos^v(c z^r)

Involving z^alpha-1 e^{b z^r+e} cos^m(a z^r+q) cos^v(c z^r+g)

Involving zⁿ e^{b z²+d z+e} cos^m(a z²+p z+q) cos^v(c z²+f z+g)

Involving functions of the direct function, exponential and algebraic functions

Involving powers of the direct function, exponential and algebraic functions

Involving powers of cos, exp and algebraic functions

Involving (a z+b)^beta d^z cos^v(c z+e)

Involving products of the direct function, exponential and algebraic functions

Involving products of cos, exp and algebraic functions

Involving (a z+b)^beta d^z cos(c z) cos(e z)

Involving functions of the direct function and trigonometric functions

Involving powers of the direct function and trigonometric functions

Involving sin

Involving sin(c z)sin^nu(a z)

Involving sin(c z+d)cos^nu(a z)

Involving sin(c z)cos^nu(a z+b)

Involving sin(c z+d)cos^nu(a z+b)

Involving sin(b z^r)cos^v(c z)

Involving sin(b z^r+e)cos^v(c z)

Involving sin(b z^r+d z)cos^v(c z)

Involving sin(b z^r+d z+e)cos^v(c z)

Involving sin(b z^r) cos^v(f z+g)

Involving sin(b z^r+e) cos^v(f z+g)

Involving sin(b z^r+d z) cos^v(f z+g)

Involving sin(b z^r+d z+e) cos^v(f z+g)

Involving sin(b z)cos^v(c z^r)

Involving sin(d z+e) cos^v(c z^r)

Involving sin(b z^r) cos^v(c z^r)

Involving sin(b z^r+e) cos^v(c z^r)

Involving sin(b z^r+d z) cos^v(c z^r)

Involving sin(b z^r+d z+e) cos^v(c z^r)

Involving sin(d z) cos^v(c z^r+g)

Involving sin(d z+e) cos^v(c z^r+g)

Involving sin(b z^r) cos^v(c z^r+g)

Involving sin(b z^r+e) cos^v(c z^r+g)

Involving sin(b z^r+d z) cos^v(c z^r+g)

Involving sin(b z^r+d z+e) cos^v(c z^r+g)

Involving sin(d z) cos^v(c z^r+f z)

Involving sin(d z+e) cos^v(c z^r+f z)

Involving sin(b z^r) cos^v(c z^r+f z)

Involving sin(b z^r+e) cos^v(c z^r+f z)

Involving sin(b z^r+d z) cos^v(c z^r+f z)

Involving sin(b z^r+d z+e) cos^v(c z^r+f z)

Involving sin(d z) cos^v(c z^r+f z+g)

Involving sin(d z+e) cos^v(c z^r+f z+g)

Involving sin(b z^r) cos^v(c z^r+f z+g)

Involving sin(b z^r+e) cos^v(c z^r+f z+g)

Involving sin(b z^r+d z) cos^v(c z^r+f z+g)

Involving sin(b z^r+d z+e) cos^v(c z^r+f z+g)

Involving powers of sin

Involving sin^mu(c z)sin^v(a z)

Involving sin^mu(c z+d)cos^v(a z)

Involving sin^mu(c z)cos^v(a z+b)

Involving sin^mu(c z+d)cos^v(a z+b)

Involving sin^m(b z^r)cos^v(c z)

Involving sin^m(b z^r+e)cos^v(c z)

Involving sin^m(b z^r+d z)cos^v(c z)

Involving sin^m(b z^r+d z+e)cos^v(c z)

Involving sin^m(b z^r) cos^v(f z+g)

Involving sin^m(b z^r+e) cos^v(f z+g)

Involving sin^m(b z^r+d z) cos^v(f z+g)

Involving sin^m(b z^r+d z+e) cos^v(f z+g)

Involving sin(b z)^mcos^v(c z^r)

Involving sin^m(d z+e) cos^v(c z^r)

Involving sin^m(b z^r)cos^v(c z^r)

Involving sin^m(b z^r+e) cos^v(c z^r)

Involving sin^m(b z^r+d z) cos^v(c z^r)

Involving sin^m(b z^r+d z+e) cos^v(c z^r)

Involving sin^m(d z) cos^v(c z^r+g)

Involving sin^m(d z+e) cos^v(c z^r+g)

Involving sin^m(b z^r) cos^v(c z^r+g)

Involving sin^m(b z^r+e) cos^v(c z^r+g)

Involving sin^m(b z^r+d z) cos^v(c z^r+g)

Involving sin^m(b z^r+d z+e) cos^v(c z^r+g)

Involving sin^m(d z) cos^v(c z^r+f z)

Involving sin^m(d z+e) cos^v(c z^r+f z)

Involving sin^m(b z^r) cos^v(c z^r+f z)

Involving sin^m(b z^r+e) cos^v(c z^r+f z)

Involving sin^m(b z^r+d z) cos^v(c z^r+f z)

Involving sin^m(b z^r+d z+e) cos^v(c z^r+f z)

Involving sin^m(d z) cos^v(c z^r+f z+g)

Involving sin^m(d z+e) cos^v(c z^r+f z+g)

Involving sin^m(b z^r) cos^v(c z^r+f z+g)

Involving sin^m(b z^r+e) cos^v(c z^r+f z+g)

Involving sin^m(b z^r+d z) cos^v(c z^r+f z+g)

Involving sin^m(b z^r+d z+e) cos^v(c z^r+f z+g)

Involving sin and rational functions of cos

Involving sin(d z)/a+b cos(c z)

Involving sin(d z)(a+b cos(c z))^-n

Involving sin(d z)/a+b cos²(c z)

Involving sin(d z)(a+b cos²(c z))^-n

Involving rational functions of sin

Involving 1/a+b sin(c z)

Involving algebraic functions of sin

Involving products of the direct function and trigonometric functions

Involving sin

Involving sin(a z) cos(b z)cos(c z)

Involving rational functions of sin

Involving cos(e z)cos(d z)/a+b sin(c z)

Involving cos(e z)cos(d z)(a+b sin(c z))^-n

Involving cos(e z)cos(d z)/a+b sin²(c z)

Involving cos(e z)cos(d z)(a+b sin²(c z))^-n

Involving algebraic functions of sin

Involving cos(d z)cos(e z)(a+b sin(c z))^beta

Involving cos(d z)cos(e z)(a+b sin²(c z))^beta

Involving cos(d z)cos(e z)((a+b sin²(c z))ⁿ)^beta TO ADD

Involving rational functions of the direct function and trigonometric functions

Involving sin

Involving sin(d z)/a+b cos(c z)

Involving e^{p z}sin(d z)(a+b cos(c z))^-n

Involving sin(d z)/a+b cos²(c z)

Involving sin(d z)(a+b cos²(c z))^-n

Involving sin(d z)cos(e z)/a+b cos(c z)

Involving sin(d z)cos(e z)(a+b cos(c z))^-n

Involving sin(d z)cos(e z)/a+b cos²(c z)

Involving sin(d z)cos(e z)(a+b cos²(c z))^-n

Involving rational functions of sin

Involving (a sin(e z)+b cos(e z))^-n

Involving sin(d z)(a sin(e z)+b cos(e z))^-n

Involving cos(d z)(a sin(e z)+b cos(e z))^-n

Involving (a+b sin(e z)+c cos(e z))^-n

Involving sin(d z)(a+b sin(e z)+c cos(e z))^-n

Involving cos(d z)(a+b sin(e z)+c cos(e z))^-n

Involving (a sin²(e z)+b cos²(e z))^-n

Involving sin(d z)(a sin²(e z)+b cos²(e z))^-n

Involving e^{p z}cos(d z)(a sin²(e z)+b cos²(e z))^-n

Involving (a +b sin²(e z)+c cos²(e z))^-n

Involving sin(d z)(a+b sin²(e z)+c cos²(e z))^-n

Involving cos(d z)(a+b sin²(e z)+c cos²(e z))^-n

Involving (a sin²(e z)+b sin(2 e z)+c cos²(e z))^-n

Involving sin(d z)(a sin²(e z)+b sin(2 e z)+c cos²(e z))^-n

Involving cos(d z)(a sin²(e z)+b sin(2 e z)+c cos²(e z))^-n

Involving 1/f(z)+b cos²(z)

Involving algebraic functions of the direct function and trigonometric functions

Involving sin

Involving sin(d z)(a+b cos(c z))^beta

Involving sinⁿ(c z)(a+b cos(2c z))^beta

Involving sin^m(c z)cos^m(c z)(a+b cos(2c z))^beta

Involving sin(d z)cos(e z)(a+b cos(c z))^beta

Involving f(z)(a+b cos(c z))^beta

Involving sin(d z)(a+b cos²(c z))^beta

Involving sin(d z)cos(e z)(a+b cos²(c z))^beta

Involving f(z)(a+b cosⁿ(c z))^beta

Involving rational functions of sin

Involving f(z)(a+b cos(c z))^beta

Involving algebraic functions of sin

Involving (a sin(e z)+b cos(e z))^beta

Involving sin(d z)(a sin(e z)+b cos(e z))^beta

Involving cos(d z)(a sin(e z)+b cos(e z))^beta

Involving (a+b sin(e z)+c cos(e z))^beta

Involving sin(d z) (a+b sin(e z)+c cos(e z))^beta

Involving cos(d z) (a+b sin(e z)+c cos(e z))^beta

Involving (a sin²(e z)+b cos²(e z))^beta

Involving sin(d z) (a sin²(e z)+b cos²(e z))^beta

Involving cos(d z) (a sin²(e z)+b cos²(e z))^beta

Involving (a +b sin²(e z)+c cos²(e z))^beta

Involving sin(d z) (a+b sin²(e z)+c cos²(e z))^beta

Involving cos(d z) (a+b sin²(e z)+c cos²(e z))^beta

Involving (a sin²(e z)+b sin(2 e z)+c cos²(e z))^beta

Involving sin(d z) (a sin²(e z)+b sin(2 e z)+c cos²(e z))^beta

Involving cos(d z) (a sin²(e z)+b sin(2 e z)+c cos²(e z))^beta

Involving functions of the direct function, trigonometric and a power functions

Involving powers of the direct function, trigonometric and a power functions

Involving sin and power

Involving z^alpha-1sin(c z)cos^v(a z)

Involving z^alpha-1sin(c z+d)cos^v(a z)

Involving z^alpha-1sin(c z)cos^v(a z+b)

Involving z^alpha-1sin(c z+d)cos^v(a z+b)

Involving zⁿsin(b z^r)cos^v(c z)

Involving zⁿ sin(b z^r+e) cos^v(c z)

Involving zⁿsin(b z^r+d z)cos^v(c z)

Involving zⁿsin(b z^r+d z+e)cos^v(c z)

Involving zⁿ sin(b z^r) cos^v(f z+g)

Involving zⁿ sin(b z^r+e) cos^v(f z+g)

Involving zⁿ sin(b z^r+d z) cos^v(f z+g)

Involving zⁿ sin(b z^r+d z+e) cos^v(f z+g)

Involving zⁿ sin(b z) cos^v(c z^r)

Involving zⁿ sin(d z+e) cos^v(c z^r)

Involving z^alpha-1sin(b z^r)cos^v(c z^r)

Involving z^alpha-1sin(b z^r+e)cos^v(c z^r)

Involving zⁿ sin(b z^r+d z) cos^v(c z^r)

Involving zⁿ sin(b z^r+d z+e) cos^v(c z^r)

Involving zⁿ sin(d z) cos^v(c z^r+g)

Involving zⁿ sin(d z+e) cos^v(c z^r+g)

Involving z^alpha-1 sin(b z^r) cos^v(c z^r+g)

Involving z^alpha-1 sin(b z^r+e) cos^v(c z^r+g)

Involving zⁿ sin(b z^r+d z) cos^v(c z^r+g)

Involving zⁿ sin(b z^r+d z+e) cos^v(c z^r+g)

Involving zⁿ sin(d z) cos^v(c z^r+f z)

Involving zⁿ sin(d z+e) cos^v(c z^r+f z)

Involving zⁿ sin(b z^r) cos^v(c z^r+f z)

Involving zⁿ sin(b z^r+e) cos^v(c z^r+f z)

Involving zⁿ sin(b z^r+d z) cos^v(c z^r+f z)

Involving zⁿ sin(b z^r+d z+e) cos^v(c z^r+f z)

Involving zⁿ sin(d z) cos^v(c z^r+f z+g)

Involving zⁿ sin(d z+e) cos^v(c z^r+f z+g)

Involving zⁿ sin(b z^r) cos^v(c z^r+f z+g)

Involving zⁿ sin(b z^r+e) cos^v(c z^r+f z+g)

Involving zⁿ sin(b z^r+d z) cos^v(c z^r+f z+g)

Involving zⁿ sin(b z^r+d z+e) cos^v(c z^r+f z+g)

Involving powers of sin and power

Involving z^alpha-1sin^mu(c z)cos^v(a z)

Involving z^alpha-1sin^mu(c z+d)cos^v(a z)

Involving z^alpha-1sin^mu(c z)cos^v(a z+b)

Involving z^alpha-1sin^mu(c z+d)cos^v(a z+b)

Involving zⁿsin^m(b z^r)cos^v(c z)

Involving zⁿ sin^m(b z^r+e) cos^v(c z)

Involving zⁿsin^m(b z^r+d z)cos^v(c z)

Involving zⁿsin^m(b z^r+d z+e)cos^v(c z)

Involving zⁿ sin^m(b z^r) cos^v(f z+g)

Involving zⁿ sin^m(b z^r+e) cos^v(f z+g)

Involving zⁿ sin^m(b z^r+d z) cos^v(f z+g)

Involving zⁿ sin^m(b z^r+d z+e) cos^v(f z+g)

Involving zⁿsin^m(b z)cos^v(c z^r)

Involving zⁿ sin^m(d z+e) cos^v(c z^r)

Involving z^alpha-1sin^m(b z^r)cos^v(c z^r)

Involving z^alpha-1sin^m(b z^r+e)cos^v(c z^r)

Involving zⁿ sin^m(b z^r+d z) cos^v(c z^r)

Involving zⁿ sin^m(b z^r+d z+e) cos^v(c z^r)

Involving zⁿ sin^m(d z) cos^v(c z^r+g)

Involving zⁿ sin^m(d z+e) cos^v(c z^r+g)

Involving z^alpha-1 sin^m(b z^r) cos^v(c z^r+g)

Involving z^alpha-1 sin^m(b z^r+e) cos^v(c z^r+g)

Involving zⁿ sin^m(b z^r+d z) cos^v(c z^r+g)

Involving zⁿ sin^m(b z^r+d z+e) cos^v(c z^r+g)

Involving zⁿ sin^m(d z) cos^v(c z^r+f z)

Involving zⁿ sin^m(d z+e) cos^v(c z^r+f z)

Involving zⁿ sin^m(b z^r) cos^v(c z^r+f z)

Involving zⁿ sin^m(b z^r+e) cos^v(c z^r+f z)

Involving zⁿ sin^m(b z^r+d z) cos^v(c z^r+f z)

Involving zⁿ sin^m(b z^r+d z+e) cos^v(c z^r+f z)

Involving zⁿ sin^m(d z) cos^v(c z^r+f z+g)

Involving zⁿ sin^m(d z+e) cos^v(c z^r+f z+g)

Involving zⁿ sin^m(b z^r) cos^v(c z^r+f z+g)

Involving zⁿ sin^m(b z^r+e) cos^v(c z^r+f z+g)

Involving zⁿ sin^m(b z^r+d z) cos^v(c z^r+f z+g)

Involving zⁿ sin^m(b z^r+d z+e) cos^v(c z^r+f z+g)

Involving rational functions of the direct function, trigonometric and a power functions

Involving sin and power

Involving zⁿsin(c z)

Involving rational functions of sin and power

Involving z sin(2c z)(a sin(c z)+b cos(c z))^-n

Involving functions of the direct function, trigonometric and exponential functions

Involving powers of the direct function, trigonometric and exponential functions

Involving sin and exp

Involving e^{p z}sin(c z)cos^nu(a z)

Involving e^{p z}sin^mu(c z+d)cos^nu(a z)

Involving e^{p z}sin(c z)cos^nu(a z+b)

Involving e^{p z}sin(c z+d)cos^nu(a z+b)

Involving e^{p z^r}sin(b z²)cos^v(c z)

Involving e^{p z^r}sin(b z)cos^v(c z)

Involving e^{p z}sin(b z^r)cos^v(c z)

Involving e^{p z} sin(b z)cos^v(c z^r)

Involving e^{p z^r} sin(b z)cos^v(c z^r)

Involving e^{p z} sin(b z^r)cos^v(c z^r)

Involving e^{p z^r} sin(b z^r)cos^v(c z^r)

Involving e^{b z^r+e} sin(a z^r+q) cos^v(c z^r+g)

Involving e^{b z^r+d z+e} sin(a z^r+p z+q) cos^v(c z^r+f z+g)

Involving sin and rational functions of exp

Involving sin(e z)cos^v(c z)(a+b e^{d z})^-n

Involving e^{p z}sin(e z)cos^v(c z)(a+b e^{d z})^-n

Involving sin and algebraic functions of exp

Involving (a+b e^{d z})^beta sin(e z)cos^v(c z)

Involving e^{p z}(a+b e^{d z})^beta sin(e z)cos^v(c z)

Involving powers of sin and exp

Involving e^{p z}sin^mu(c z)cos^nu(a z)

Involving e^{p z}sin^mu(c z+d)cos^nu(a z)

Involving e^{p z}sin^mu(c z)cos^nu(a z+b)

Involving e^{p z}sin^mu(c z+d)cos^nu(a z+b)

Involving e^{p z^r}sin^m(b z^r)cos^v(c z)

Involving e^{p z^r}sin^m(b z)cos^v(c z)

Involving e^{p z}sin^m(b z^r)cos^v(c z)

Involving e^{p z} sin^m(b z)cos^v(c z^r)

Involving e^{p z^r} sin^m(b z)cos^v(c z^r)

Involving e^{p z} sin^m(b z^r)cos^v(c z^r)

Involving e^{p z^r} sin^m(b z^r)cos^v(c z^r)

Involving e^{b z^r+e} sin^m(a z^r+q) cos^v(c z^r+g)

Involving e^{b z^r+d z+e} sin^m(a z^r+p z+q) cos^v(c z^r+f z+g)

Involving powers of sin and rational functions of exp

Involving sin^m(e z)cos^v(c z)(a+b e^{d z})^-n

Involving e^{p z}sin^m(e z)cos^v(c z)(a+b e^{d z})^-n

Involving powers of sin and algebraic functions of exp

Involving (a+b e^{d z})^beta sin^m(e z)cos^v(c z)

Involving e^{p z}(a+b e^{d z})^beta sin^m(e z)cos^v(c z)

Involving products of the direct function, trigonometric and exponential functions

Involving sin and exp

Involving e^{p z}sin(a z)cos(b z) cos(c z)

Involving rational functions of sin and exp

Involving e^{p z}cos(d z)cos(e z)/a+b sin(c z)

Involving e^{p z}cos(d z)cos(e z)(a+b sin(c z))^-n

Involving e^{p z}cos(d z)cos(e z)/a+b sin²(c z)

Involving e^{p z}cos(d z)cos(e z)(a+b sin²(c z))^-n

Involving algebraic functions of sin and exp

Involving e^{p z}cos(d z)cos(e z)(a+b sin(c z))^beta

Involving e^{p z}cos(d z)cos(e z)(a+b sin²(c z))^beta

Involving rational functions of the direct function, trigonometric and exponential functions

Involving sin and exp

Involving e^{p z}sin(d z)/a+b cos(c z)

Involving e^{p z}sin(d z)(a+b cos(c z))^-n

Involving e^{p z}sin(d z)/a+b cos²(c z)

Involving e^{p z}sin(d z)(a+b cos²(c z))^-n

Involving e^{p z}sin(d z)cos(e z)/a+b cos(c z)

Involving e^{p z}sin(d z)cosh(e z)(a+b cos(c z))^-n

Involving e^{p z}sin(d z)cos(e z)/a+b cos²(c z)

Involving e^{p z}sin(d z)cos(e z)(a+b cos²(c z))^-n

Involving rational functions of sin and exp

Involving e^{p z}(a sinh(e z)+b cosh(e z))^-n

Involving e^{p z}sin(d z)(a sin(e z)+b cos(e z))^-n

Involving e^{p z}cos(d z)(a sin(e z)+b cos(e z))^-n

Involving e^{p z}(a+b sinh(e z)+c cosh(e z))^-n

Involving e^{p z}sin(d z)(a+b sin(e z)+c cos(e z))^-n

Involving e^{p z}cos(d z)(a+b sin(e z)+c cos(e z))^-n

Involving e^{p z}(a sin²(e z)+b cos²(e z))^-n

Involving e^{p z}sin(d z)(a sin²(e z)+b cos²(e z))^-n

Involving e^{p z}cos(d z)(a sin²(e z)+b cos²(e z))^-n

Involving e^{p z}(a +b sin²(e z)+c cos²(e z))^-n

Involving e^{p z}sin(d z)(a+b sin²(e z)+c cos²(e z))^-n

Involving e^{p z}cos(d z)(a+b sin²(e z)+c cos²(e z))^-n

Involving e^{p z}(a sin²(e z)+b sin(2 e z)+c cos²(e z))^-n

Involving e^{p z}sin(d z)(a sin²(e z)+b sin(2 e z)+c cos²(e z))^-n

Involving e^{p z}cos(d z)(a sin²(e z)+b sin(2 e z)+c cos²(e z))^-n

Involving algebraic functions of the direct function, trigonometric and exponential functions

Involving sin and exp

Involving e^{p z}sin(d z)(a+b cos(c z))^beta

Involving e^{p z}sin(d z)(a+b cos²(c z))^beta

Involving e^{p z}sin(d z)cos(e z)(a+b cos(c z))^beta

Involving e^{p z}sin(d z)cos(e z)(a+b cos²(c z))^beta

Involving algebraic functions of sin and exp

Involving e^{p z}(a sin(e z)+b cos(e z))^beta

Involving e^{p z}sin(d z)(a sin(e z)+b cos(e z))^beta

Involving e^{p z}cos(d z)(a sin(e z)+b cos(e z))^beta

Involving e^{p z}(a+b sin(e z)+c cos(e z))^beta

Involving e^{p z} sin(d z) (a+b sin(e z)+c cos(e z))^beta

Involving e^{p z} cos(d z) (a+b sin(e z)+c cos(e z))^beta

Involving e^{p z}(a sin²(e z)+b cos²(e z))^beta

Involving e^{p z} sin(d z) (a sin²(e z)+b cos²(e z))^beta

Involving e^{p z} cos(d z) (a sin²(e z)+b cos²(e z))^beta

Involving e^{p z}(a +b sin²(e z)+c cos²(e z))^beta

Involving e^{p z} sin(d z) (a+b sin²(e z)+c cos²(e z))^beta

Involving e^{p z} cos(d z) (a+b sin²(e z)+c cos²(e z))^beta

Involving e^{p z}(a sin²(e z)+b sin(2 e z)+c cos²(e z))^beta

Involving e^{p z} sin(d z) (a sin²(e z)+b sin(2 e z)+c cos²(e z))^beta

Involving e^{p z} cos(d z) (a sin²(e z)+b sin(2 e z)+c cos²(e z))^beta

Involving functions of the direct function, trigonometric, exponential and a power functions

Involving powers of the direct function, trigonometric, exponential and a power functions

Involving sin, exp and power

Involving z^alpha-1e^{p z}sin(c z)cos^v(a z)

Involving z^alpha-1e^{p z}sin(c z+d)cos^nu(a z)

Involving z^alpha-1e^{p z}sin(c z)cos^nu(a z+b)

Involving z^alpha-1e^{p z}sin(c z+d)cos^nu(a z+b)

Involving zⁿe^{p z^r}sin(b z^r)cos^v(c z)

Involving zⁿe^{p z^r}sin(b z)cos^v(c z)

Involving zⁿe^{p z}sin(b z^r)cos^v(c z)

Involving zⁿe^{p z} sin(b z)cos^v(c z^r)

Involving zⁿe^{p z^r} sin(b z)cos^v(c z^r)

Involving zⁿe^{p z} sin(b z^r)cos^v(c z^r)

Involving z^alpha-1e^{p z^r} sin(b z^r)cos^v(c z^r)

Involving z^alpha-1 e^{b z^r+e} sin(a z^r+q) cos^v(c z^r+g)

Involving zⁿ e^{b z^r+d z+e} sin(a z^r+p z+q) cos^v(c z^r+f z+g)

Involving powers of sin, exp and power

Involving z^alpha-1e^{p z}sin^mu(c z)cos^nu(a z)

Involving z^alpha-1e^{p z}sin^mu(c z+d)cos^nu(a z)

Involving z^alpha-1e^{p z}sin^mu(c z)cos^nu(a z+b)

Involving z^alpha-1e^{p z}sin^mu(c z+d)cos^nu(a z+b)

Involving zⁿe^{p z^r}sin^m(b z^r)cos^v(c z)

Involving zⁿe^{p z^r}sin^m(b z)cos^v(c z)

Involving zⁿe^{p z}sin^m(b z^r)cos^v(c z)

Involving zⁿe^{p z} sin^m(b z)cos^v(c z^r)

Involving zⁿe^{p z^r} sin^m(b z)cos^v(c z^r)

Involving zⁿe^{p z} sin^m(b z^r)cos^v(c z^r)

Involving z^alpha-1e^{p z^r} sin^m(b z^r)cos^v(c z^r)

Involving z^alpha-1 e^{b z^r+e} sin^m(a z^r+q) cos^v(c z^r+g)

Involving zⁿ e^{b z^r+d z+e} sin^m(a z^r+p z+q) cos^v(c z^r+f z+g)

Definite integration

For the direct function itself

Involving the direct function

Involving related functions

Multidimensional integrals