Category:Hyperbolic Cosine Function

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This category contains results about Hyperbolic Cosine Function.
Definitions specific to this category can be found in Definitions/Hyperbolic Cosine Function.

The hyperbolic cosine function is defined on the complex numbers as:

$\cosh: \C \to \C$:

$\forall z \in \C: \cosh z := \dfrac {e^z + e^{-z} } 2$

Also see

Category:Hyperbolic Sine Function

Category:Hyperbolic Tangent Function

Category:Hyperbolic Cotangent Function

Category:Hyperbolic Secant Function

Category:Hyperbolic Cosecant Function

Subcategories

This category has the following 15 subcategories, out of 15 total.

C

Cube of Hyperbolic Cosine‎ (4 P)

D

Definite Integrals involving Hyperbolic Cosine Function‎ (1 P)
Difference of Squares of Hyperbolic Cosine and Sine‎ (2 P)

E

Euler Formula for Hyperbolic Cosine Function‎ (1 P)

F

Fourth Power of Hyperbolic Cosine‎ (4 P)

H

Hyperbolic Cosine Function is Even‎ (3 P)
Hyperbolic Cosine minus Hyperbolic Cosine‎ (1 P)
Hyperbolic Cosine of Complex Number‎ (3 P)

I

Inverse Hyperbolic Cosine‎ (3 C, 10 P)
Inverse Laplace Transforms involving Hyperbolic Cosine Function‎ (empty)

L

Laplace Transform of Hyperbolic Cosine‎ (4 P)
Laplace Transforms involving Hyperbolic Cosine Function‎ (21 P)

P

Primitive of Square of Hyperbolic Cosine Function‎ (2 P)
Primitives involving Hyperbolic Cosine Function‎ (4 C, 45 P)

S

Square of Hyperbolic Cosine‎ (4 P)

Pages in category "Hyperbolic Cosine Function"

The following 52 pages are in this category, out of 52 total.

C

D

E

Euler Formula for Hyperbolic Cosine Function

F

Fourth Power of Hyperbolic Cosine

G

Graph of Hyperbolic Cosine Function

H

I

L

Laplace Transform of Hyperbolic Cosine

M

Minimum of Real Hyperbolic Cosine Function

P

Q

R

S

T

W

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Hyperbolic Functions