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- Sum of totient equals z/((1-z) squared)
- Sum of totient equals zeta(z-1)/zeta(z) for Re(z) greater than 2
- Sum of values of sinc
- Sum over bottom of binomial coefficient with top fixed equals 2^n
- Sum rule for derivatives
- Sylvester's sequence
- Symmetry relation of exponential integral E
- T(n)=n(n+1)/2
- T(n)^2=T(T(n))+T(T(n)-1)
- T(n+1)=T(n)+n+1
- T(n+1)^2-T(n)^2=(n+1)^3
- T (n+1)(x)-2xT n(x)+T (n-1)(x)=0
- T n(x)=(1/2)(x+i sqrt(1-x^2))^n+(1/2)(x-i sqrt(1-x^2))^n
- T n(x)=Sum (-1)^k n!/((2k)! (n-2k)!) (1-x^2)^k x^(n-2k)
- Takagi function
- Takagi function is continuous
- Takagi function is nowhere differentiable
- Tanc
- Tangent
- Tanh
- Tanh is odd
- Tanh of a sum
- Tanhc
- Taylor series
- Taylor series for Fresnel C
- Taylor series for Fresnel S
- Taylor series for Gudermannian
- Taylor series for error function
- Taylor series for sinh
- Taylor series of cosine
- Taylor series of log(1+z)
- Taylor series of log(1-z)
- Taylor series of sine
- Taylor series of the exponential function
- Tetrahedral numbers
- The Euler-Mascheroni constant exists
- The Petr function is continuous
- The Petr function is nowhere differentiable
- Thomae function
- Thomae function is continuous at irrationals
- Thomae function is discontinuous at rationals
- Three-term recurrence for Bateman F
- Touchard polynomial
- Transcendental
- Triangular numbers
- Trigamma
- Trigonometric functions footer
- Twin prime constant
- Two-dimensional Laplace transform
- Two-sided inequality for e^(x^2) integral from x to infinity e^(-t^2) dt for non-negative real x
