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Showing below up to 100 results in range #151 to #250.

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  1. Z coth(z) = 2z/(e^(2z)-1) + z‏‎ (2 categories)
  2. Binet's formula‏‎ (2 categories)
  3. F(2n+1)=F(n+1)^2+F(n)^2‏‎ (2 categories)
  4. Bolzano function is nowhere differentiable‏‎ (2 categories)
  5. Faber F2 is nowhere differentiable‏‎ (2 categories)
  6. Fresnel S in terms of erf‏‎ (2 categories)
  7. Gamma(n+1)=n!‏‎ (2 categories)
  8. Gelfond constant is transcendental‏‎ (2 categories)
  9. Catalan's constant using Hurwitz zeta‏‎ (2 categories)
  10. H (1/2)(z)=sqrt(2/(pi z))(1-cos(z))‏‎ (2 categories)
  11. Cellérier function is nowhere differentiable‏‎ (2 categories)
  12. Halving identity for cosh‏‎ (2 categories)
  13. Hankel H (2) in terms of csc and Bessel J‏‎ (2 categories)
  14. Constant multiple rule for derivatives‏‎ (2 categories)
  15. Copeland-Erdős is irrational‏‎ (2 categories)
  16. (c-a-1)2F1+a2F1(a+1)-(c-1)2F1(c-1)=0‏‎ (2 categories)
  17. 0!=1‏‎ (2 categories)
  18. Sum of odd indexed Fibonacci numbers‏‎ (2 categories)
  19. Derivative of Gudermannian‏‎ (2 categories)
  20. 1F1(a;2a;z)1F1(b;2b;-z)=2F3(a/2+b/2,a/2+b/2+1/2;a+1/2,b+1/2,a+b;z^2/4)‏‎ (2 categories)
  21. Derivative of arccot‏‎ (2 categories)
  22. 2F1(1/2,1;3/2;z^2)=log((1+z)/(1-z))/(2z)‏‎ (2 categories)
  23. Derivative of cosecant‏‎ (2 categories)
  24. Abs(z)/4 less than abs(e^z-1) less than (7abs(z))/4 for 0 less than abs(z) less than 1‏‎ (2 categories)
  25. Derivative of inverse error function‏‎ (2 categories)
  26. Taylor series of log(1-z)‏‎ (2 categories)
  27. Derivative of tanh‏‎ (2 categories)
  28. Antiderivative of arctanh‏‎ (2 categories)
  29. Thomae function is discontinuous at rationals‏‎ (2 categories)
  30. Antiderivative of the logarithm‏‎ (2 categories)
  31. Digamma at n+1/2‏‎ (2 categories)
  32. Versine‏‎ (2 categories)
  33. Doubling identity for sinh (2)‏‎ (2 categories)
  34. Weierstrass factorization of sine‏‎ (2 categories)
  35. E^x greater than (1+x/y)^y greater than exp(xy/(x+y) for x greater than 0 and y greater than 0)‏‎ (2 categories)
  36. B(x,y+1)=(y/(x+y))B(x,y)‏‎ (2 categories)
  37. X/(1+x) less than 1-e^(-x) less than x for nonzero real x greater than -1‏‎ (2 categories)
  38. Recurrence relation of exponential integral E‏‎ (2 categories)
  39. Laurent series for log((z+1)/(z-1)) for absolute value of z greater than 1‏‎ (2 categories)
  40. Relationship between Bessel I sub 1/2 and sinh‏‎ (2 categories)
  41. Relationship between Hurwitz zeta and gamma function‏‎ (2 categories)
  42. Limit of (1/Gamma(c))*2F1(a,b;c;z) as c approaches -m‏‎ (2 categories)
  43. Relationship between Struve function and hypergeometric pFq‏‎ (2 categories)
  44. Relationship between cosh and hypergeometric 0F1‏‎ (2 categories)
  45. Log 10(z)=log 10(e)log(z)‏‎ (2 categories)
  46. Relationship between coth and csch‏‎ (2 categories)
  47. Relationship between logarithm (multivalued) and logarithm‏‎ (2 categories)
  48. Logarithm of a quotient is a difference of logarithms‏‎ (2 categories)
  49. Relationship between sech, inverse Gudermannian, and cos‏‎ (2 categories)
  50. Logarithmic derivative of Jacobi theta 2 equals negative tangent + a sum of sines‏‎ (2 categories)
  51. Relationship between sinh and sin‏‎ (2 categories)
  52. Relationship between the Gegenbauer C polynomials and the Jacobi P polynomials‏‎ (2 categories)
  53. Riemann function is almost nowhere differentiable‏‎ (2 categories)
  54. Möbius function is multiplicative‏‎ (2 categories)
  55. Series for polygamma in terms of Riemann zeta‏‎ (2 categories)
  56. Orthogonality of Chebyshev U on (-1,1)‏‎ (2 categories)
  57. Squares of theta relation for Jacobi theta 1 and Jacobi theta 4‏‎ (2 categories)
  58. Partial derivative of beta function‏‎ (2 categories)
  59. Integral (t-b)^(x-1)(a-t)^(y-1)dt=(a-b)^(x+y-1)B(x,y)‏‎ (2 categories)
  60. Prime number theorem, logarithmic integral‏‎ (2 categories)
  61. Pythagorean identity for sin and cos‏‎ (2 categories)
  62. Integral representation of Airy Ai‏‎ (2 categories)
  63. Q-Euler formula for E sub q‏‎ (2 categories)
  64. Q-difference equation for q-exponential E sub q‏‎ (2 categories)
  65. Q-number when a=n is a natural number‏‎ (2 categories)
  66. Ramanujan tau is multiplicative‏‎ (2 categories)
  67. Knopp function is nowhere differentiable‏‎ (2 categories)
  68. Reciprocal gamma is entire‏‎ (2 categories)
  69. L n'(x)=-Sum L k(x)‏‎ (2 categories)
  70. Z coth(z) = sum of 2^(2n)B (2n) z^(2n)/(2n)!‏‎ (2 categories)
  71. Euler product for Riemann zeta‏‎ (2 categories)
  72. Beta as improper integral‏‎ (2 categories)
  73. Exponential integral Ei series‏‎ (2 categories)
  74. F(n+1)F(n-1)-F(n)^2=(-1)^n‏‎ (2 categories)
  75. Fresnel S is odd‏‎ (2 categories)
  76. Gamma(z)Gamma(1-z)=pi/sin(pi z)‏‎ (2 categories)
  77. Catalan's constant using Legendre chi‏‎ (2 categories)
  78. H (3/2)(z)=sqrt(z/(2pi))(1+2/z^2)-sqrt(2/(pi z))(sin(z)+cos(z)/z)‏‎ (2 categories)
  79. Halving identity for sinh‏‎ (2 categories)
  80. Copeland-Erdős is normal‏‎ (2 categories)
  81. D/dz(z^(-nu)H (nu))=1/(sqrt(pi)2^(nu)Gamma(nu+3/2))-z^(-nu)H (nu+1)‏‎ (2 categories)
  82. (c-a-b)2F1+a(1-z)2F1(a+1)-(c-b)2F1(b-1)=0‏‎ (2 categories)
  83. Sum of Fibonacci numbers‏‎ (2 categories)
  84. 0F0(;;z)=exp(z)‏‎ (2 categories)
  85. Sum of reciprocal Pochhammer symbols of a fixed exponent‏‎ (2 categories)
  86. Derivative of Jacobi theta 1 at 0‏‎ (2 categories)
  87. 1F1(a;r;z)1F1(a;r;-z)=2F3(a,r-a;r,r/2,r/2+1/2;z^2/4)‏‎ (2 categories)
  88. Symmetry relation of exponential integral E‏‎ (2 categories)
  89. Derivative of arccoth‏‎ (2 categories)
  90. 2F1(a,b;a+b+1/2;z)^2=3F2(2a,a+b,2b;a+b+1/2,2a+2b;z)‏‎ (2 categories)
  91. Takagi function is continuous‏‎ (2 categories)
  92. Derivative of cosh‏‎ (2 categories)
  93. Absolute convergence of secant zeta function‏‎ (2 categories)
  94. Taylor series for Fresnel C‏‎ (2 categories)
  95. Taylor series of sine‏‎ (2 categories)
  96. Antiderivative of cosine integral‏‎ (2 categories)
  97. Three-term recurrence for Bateman F‏‎ (2 categories)
  98. Antiderivative of versine‏‎ (2 categories)
  99. U n(x)=(-i/2)(x+i sqrt(1-x^2))^n+(-i/2)(x-i sqrt(1-x^2))^n‏‎ (2 categories)
  100. Digamma at z+n‏‎ (2 categories)

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