numerical-methods
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A library that I made while studying Computer Science at UFPB. Documentation's available through TypeScript.
2 lines (1 loc) • 1.79 kB
JavaScript
import{a as t,b as r,c as m,d as l,e as p,f as u}from"./chunk-4JIFEVG7.js";import{a as n,b as c,c as d}from"./chunk-TPC7IPMQ.js";import{a as s,b as e}from"./chunk-DBXCRABM.js";import{a as i,b as z,c as L,d as S}from"./chunk-Q2IKKBVX.js";import{a as g,b as f,c as P,d as x,e as R,f as h,g as I,h as M,i as a,j as w,k as b}from"./chunk-PJBNBDYI.js";import"./chunk-EI7MMDWY.js";var o={custom:{minMaxBisection:e},functionZeros:{bisection:r,falsePosition:m,newtonRaphson:p,secant:u},integration:{simpsonRule13:d,trapezoidalRule:c},interpolation:{lagrangeInterpolation:z,newtonInterpolation:S,vandermondeInterpolation:L},linearSystems:{doolittleLuDecomposition:x,gaussJacobi:w,gaussSeidel:b,gaussianElimination:h,luComposition:f,spectralRadius:M}},y={...o.custom,...o.functionZeros,...o.integration,...o.interpolation,...o.linearSystems},J={bisection:t,doolittleLuDecomposition:P,falsePosition:t,gaussianElimination:R,gaussJacobi:a,gaussSeidel:a,lagrangeInterpolation:i,luComposition:g,minMaxBisection:s,newtonInterpolation:i,newtonRaphson:l,secant:t,simpsonRule13:n,spectralRadius:I,trapezoidalRule:n,vandermondeInterpolation:i};export{y as allMethods,r as bisection,o as categorizedMethods,x as doolittleLuDecomposition,P as doolittleLuDecompositionParams,m as falsePosition,w as gaussJacobi,a as gaussMethodParams,b as gaussSeidel,h as gaussianElimination,R as gaussianEliminationParams,n as integrationParams,i as interpolationParams,z as lagrangeInterpolation,f as luComposition,g as luCompositionParams,e as minMaxBisection,s as minMaxBisectionParams,S as newtonInterpolation,p as newtonRaphson,l as newtonRaphsonParams,J as paramsList,u as secant,d as simpsonRule13,M as spectralRadius,I as spectralRadiusParams,c as trapezoidalRule,L as vandermondeInterpolation,t as zerosFunctionParams};