Name | Modified | Size | Downloads / Week |
---|---|---|---|
Parent folder | |||
quickref.pdf | 2011-03-29 | 1.5 MB | |
README | 2011-03-29 | 1.5 kB | |
smib-0.18.zip | 2011-03-29 | 1.4 MB | |
Totals: 3 Items | 2.8 MB | 0 |
In this version : - complex analysis : complex path, complex path integral, complex path index, number of singularities - bug fix: simplification of expressions, numerical evaluation. V 0.17 : - derivation of samples (integer & fractional) - bug correction. V 0.16 : - Numerical application to special functions : Bessel functions, Hankel functions & Airy functions - Some new example applied to differential geometry, probability & statistic. V 0.15 : - tensor calculus finally documented V 0.14 : - numerical analysis : - fractionnal derivative - new version of Euler scheme : ODE and coupled ODEs are treated by one program - probability & statistic : - gaussian random nuber - new version of brownian motion - bugs correction. V 0.13 : - numerical analysis : - first order differential equation - system of two first order differential equations (using Euler scheme). - probability & statistic : - quantile & median - stochastic differential equation (Euler-Murayama & Milstein schemes) - new documentation. V 0.12 : - probality & statistic : - expected value - variance - standard deviation - skewness - kurtosis - least square line - differential geometry : - planar curves - 3D curves - theory of surfaces using Gauss approach - improvement : - simplify (if A=(x-1)*(x+1)/(x-1), simplify(A) returns : 1 + x) - numint (if simpsonint = 1, Simpson scheme is used, else Gauss scheme is used), for probability, it is a good idea to set simsonint to 1.