MTHLIBA Mathematical library for MathCad | |
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MTHLIB Ranking & Summary
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- License:
- Freeware
- Publisher Name:
- Giuseppe Borzi
- Operating Systems:
- Windows All
- File Size:
- 372 KB
MTHLIB Tags
- Library mathematical typesetting Math Library mathematical mathematical converter mathematical calaculation mathematical utility mathematical library mathematical ecuation mathematical notations mathematical environment mathematical palindromes mathematical calcualtor mathematical vizualization mathematical expresion mathematical methodologies MathCad library MathCad mathematical system
MTHLIB Description
MTHLIB was developed to be a Mathematical library for MathCad is a DLL which adds about seventy special functions to MathCad PLUS. The following functions are included in the distribution: 1. Unscaled and scaled Bessel functions of first and second kind of real order and complex argument; unscaled and scaled Hankel functions of real order and complex argument. 2. Unscaled and scaled modified Bessel functions of first and second kind of real order and complex argument. 3. Spherical Bessel functions of first and second kind of real order and complex argument; spherical Hankel functions. 4. Unscaled and scaled Airy functions and their first derivatives of complex argument; struve function. 5. Logarithm of gamma function, beta function and logarithm of beta function of complex arguments; reciprocal of gamma function, binomial coefficient, Psi function, incomplete gamma function, complemented incomplete gamma function, inverse of incomplete complemented gamma function, incomplete beta function and inverse incomplete beta function. 6. Hypergeometric functions: 1F1, 2F0, 1F2, 2F1, 3F0. 7. Elliptic Integrals: Legendre's canonical incomplete elliptic integral, Legendre's complete elliptic integral, associated Legendre's complete elliptic integral of the first, second and third kind; Jacobian elliptic functions cn(u,k), dn(u,k), sn(u,k) and their amplitude phi(u,k); Carlson's incomplete elliptic integral of the first, second and third kind. 8. Dawson's integral, Fresnel integrals, dilogarithm, Riemann zeta function and Riemann zeta function of two arguments. 9. Exponential integral Ei, sine and cosine integrals and hyperbolic sine and cosine integrals. 10. Legendre polynomials and associated functions of the first and second kind; normalised Legendre polynomials and associated functions of the first kind, spherical harmonics and sequences of spherical harmonics. 11. Simple and useful functions: round x to nearest or even integer number, sign of x and complex sign of x, semifactorial.
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