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- Coversine
- Csch
- Cyclotomic polynomials
- D/dz(z^(-nu)H (nu))=1/(sqrt(pi)2^(nu)Gamma(nu+3/2))-z^(-nu)H (nu+1)
- D/dz(z^(nu)H (nu))=z^(nu)H (nu-1)
- Darboux function
- Darboux function is continuous
- Darboux function is nowhere differentiable
- Dawson D+
- Dawson D-
- Debye function
- Dedekind eta
- Dedekind zeta function
- Denisyuk polynomials
- Depreciated trigonometric functions footer
- Derivative
- Derivative is a linear operator
- Derivative of Bessel-Clifford
- Derivative of Bessel J with respect to its order
- Derivative of Bessel Y with respect to its order
- Derivative of Gudermannian
- Derivative of Jacobi theta 1 at 0
- Derivative of Legendre chi 2
- Derivative of Li 2(-1/x)
- Derivative of Riemann zeta
- Derivative of Struve H0
- Derivative of arccos
- Derivative of arccosh
- Derivative of arccot
- Derivative of arccoth
- Derivative of arccsc
- Derivative of arcsec
- Derivative of arcsin
- Derivative of arcsinh
- Derivative of arctan
- Derivative of arctanh
- Derivative of cosecant
- Derivative of cosh
- Derivative of cosine
- Derivative of cosine integral
- Derivative of cotangent
- Derivative of coth
- Derivative of erfi
- Derivative of hyperbolic cosecant
- Derivative of inverse error function
- Derivative of prime zeta
- Derivative of secant
- Derivative of sech
- Derivative of sine
- Derivative of sine integral