Ceiling function: General characteristics (subsection 04/02)
Symmetries and periodicities (1 formula)
Algebraic Manipulation-Wolfram Language Documentation
This uses the periodicity of the tangent function:. The assumption k/2 ∈ Integers implies that k must be even:. ...
Sech-Wolfram Language Documentation
Sech[z] gives the hyperbolic secant of z.
The Price of a Call Option on Electrical Power - Wolfram Demonstrations Project
where the trigonometric component reflects weekly periodicity (time is measured in years, with 365 days per year and 7 days per ...
Hyperbolic tangent: Introduction to the Hyperbolic Functions in <i>Mathematica</i> (subsection...
and uses the periodicity of hyperbolic functions for the symbolic integer coefficient of . ...
MathGroup Archive: March 2011 [00979]
... for periodicity purposes*)(*sector of interest*) thetaRange = \ {30 Degree, 90 Degree}; phiRange = {25 Degree, 60 Degree}; ...
MathGroup Archive: October 2004 [00035]
... periodicity\ of\ the\ field\ will\ be\ [\(-L\), \ L]\ *) \)\)\)}], Input], Cell[BoxData[ \(\(\( (*\ Misc . \ functions ...
Regularized incomplete gamma function: General characteristics (subsection 04/02)
Symmetries and periodicities (1 formula). width=9 height=10/> Mirror symmetry (1 formula) ...
Factorial: General characteristics (subsection 04/02)
Symmetries and periodicities (1 formula). width=9 height=10/> Mirror symmetry (1 formula) ...
Congruence function: General characteristics (subsection 04/02/02)
Mirror symmetry (1 formula)
Kelvin function of the second kind: General characteristics (formula 03.20.04.0002)
General characteristics
Generalized Laguerre function: General characteristics (subsection 04/02/01)
Mirror symmetry (1 formula)
Kelvin function of the first kind: General characteristics
Symmetries and periodicities (3 formulas) width=9 height=10/> Poles and essential singularities (2 formulas) ...
Regularized generalized hypergeometric function: General characteristics
Symmetries and periodicities (3 formulas) width=9 height=10/> Poles and essential singularities (5 formulas) ...
Bell numbers: General characteristics
General characteristics (1 formula)
Bernoulli polynomials: General characteristics
Symmetries and periodicities (1 formula) width=9 height=10/> Poles and essential singularities (1 formula) ...
Charged Particle in Uniform Electric and Magnetic Fields - Wolfram Demonstrations Project
Periodicity of Euler Numbers in Modular Arithmetic. Oleksandr Pavlyk. * Empty Focus Approximation to Kepler's Second Law. ...
Oleksandr Pavlyk - Wolfram Demonstrations Project
Periodicity of Euler Numbers in Modular Arithmetic. Empty Focus Approximation to Keplers Second Law. Wilsons Theorem in ...
Logarithmic integral: General characteristics (subsection 04/02/01)
Mirror symmetry (1 formula)
Hyperbolic tangent: General characteristics
Symmetries and periodicities (4 formulas) width=9 height=10/> Poles and essential singularities (2 formulas) ...