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data/data.csv

@@ -803,6 +803,12 @@ base.dists.weibull.stdev,"\nbase.dists.weibull.stdev( k:number, λ:number )\n
 base.dists.weibull.variance,"\nbase.dists.weibull.variance( k:number, λ:number )\n    Returns the variance of a Weibull distribution.\n"
 base.dists.weibull.Weibull,"\nbase.dists.weibull.Weibull( [k:number, λ:number] )\n    Returns a Weibull distribution object.\n"
 base.ellipe,"\nbase.ellipe( m:number )\n    Computes the complete elliptic integral of the second kind.\n"
+base.ellipj,"\nbase.ellipj( u:number, m:number )\n    Computes the Jacobi elliptic functions sn, cn, and dn and Jacobi\n    amplitude am.\n"
+base.ellipj.assign,"\nbase.ellipj.assign( u:number, m:number, out:Array|TypedArray|Object, \n  stride:integer, offset:integer )\n    Computes the Jacobi elliptic functions sn, cn, and dn and Jacobi\n    amplitude am and assigns results to a provided output array.\n"
+base.ellipj.sn,"\nbase.ellipj.sn( u:number, m:number )\n    Computes the Jacobi elliptic function sn.\n"
+base.ellipj.cn,"\nbase.ellipj.cn( u:number, m:number )\n    Computes the Jacobi elliptic functions cn.\n"
+base.ellipj.dn,"\nbase.ellipj.dn( u:number, m:number )\n    Computes the Jacobi elliptic function dn.\n"
+base.ellipj.am,"\nbase.ellipj.am( u:number, m:number )\n    Computes the Jacobi amplitude am.\n"
 base.ellipk,"\nbase.ellipk( m:number )\n    Computes the complete elliptic integral of the first kind.\n"
 base.epsdiff,"\nbase.epsdiff( x:number, y:number[, scale:string|Function] )\n    Computes the relative difference of two real numbers in units of double-\n    precision floating-point epsilon.\n"
 base.erf,"\nbase.erf( x:number )\n    Evaluates the error function.\n"