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- Cauchy cdf
- Cauchy pdf
- Ceiling
- Cell
- Cellérier function
- Cellérier function is continuous
- Cellérier function is nowhere differentiable
- Chain rule for derivatives
- Chaitin's constant
- Champernowne constant
- Champernowne constant is transcendental
- Charlier polynomial
- Chebyshev T
- Chebyshev U
- Chebyshev psi function
- Chebyshev theta function
- Chi
- Clausen cosine
- Clausen sine
- Closed form for partition function with sinh
- Closed formula for physicist's Hermite polynomials
- Complex conjugate of argument of error function
- Complex number
- Constant functions are elliptic functions
- Constant multiple rule for derivatives
- Continued fraction
- Continued fraction for 1/sqrt(pi) integral from -infinity to infinity of e^(-t^2)/(z-t) dt
- Continued fraction for 2e^(z^2) integral from z to infinity e^(-t^2) dt for positive Re(z)
- Continuous
- Continuous nowhere differentiable functions footer
- Continuous q-Hermite polynomial
- Continuous uniform cdf
- Continuous uniform pdf
- Contour integral representation of reciprocal gamma
- Convergence of Hypergeometric pFq
- Copeland-Erdős constant
- Copeland-Erdős is irrational
- Copeland-Erdős is normal
- Cosecant
- Cosh
- Cosh is even
- Cosh of a sum
- Coshc
- Cosine
- Cosine integral
- Cotangent
- Cotangent zeta function
- Coth
- Coth of a sum
- Covercosine