2020-09-27 02:11:20 +00:00
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(window.webpackJsonp=window.webpackJsonp||[]).push([[13],{"2w3n":function(r){r.exports={red:"red__2y1B_",orange:"orange__dD2kx",yellow:"yellow__OEpwl",lime:"lime__CVe41",cyan:"cyan__26ZAg",blue:"blue__LO7Xm",magenta:"magenta__1Akee",example:"example__2PzAa"}},U6dl:function(r,n,o){"use strict";o.r(n),function(r){function l(){var r=M(["| f - g |_infty"],["\\| f - g \\|_\\infty"]);return l=function(){return r},r}function e(){var r=M(["\frac{Vert x - y Vert}{Vert x Vert}"],["\\frac{\\Vert x - y \\Vert}{\\Vert x \\Vert}"]);return e=function(){return r},r}function i(){var r=M(["| f |_infty = max | f(x) |"],["\\| f \\|_\\infty = max | f(x) |"]);return i=function(){return r},r}function a(){var r=M(["Vert A Vert_2 = sqrt{\rho ( A^T \times A ) }"],["\\Vert A \\Vert_2 = \\sqrt{\\rho ( A^T \\times A ) }"]);return a=function(){return r},r}function t(){var r=M(["Vert A Vert_1 = max_{j = 1..n} sum_{i = 1}^n | a_{ij} |"],["\\Vert A \\Vert_1 = max_{j = 1..n} \\sum_{i = 1}^n | a_{ij} |"]);return t=function(){return r},r}function c(){var r=M(["Vert A Vert_infty = max_{i = 1..n} sum_{j = 1}^n | a_{ij} |"],["\\Vert A \\Vert_\\infty = max_{i = 1..n} \\sum_{j = 1}^n | a_{ij} |"]);return c=function(){return r},r}function u(){var r=M(["Vert A Vert = sup_{x in mathbb{R}, x \neq 0} \frac{Vert A cdot x Vert}{Vert x Vert}"],["\\Vert A \\Vert = sup_{x \\in \\mathbb{R}, x \\neq 0} \\frac{\\Vert A \\cdot x \\Vert}{\\Vert x \\Vert}"]);return u=function(){return r},r}function m(){var r=M(["Vert x Vert_2 = sqrt{sum_{i = 1}^n x_i^2}"],["\\Vert x \\Vert_2 = \\sqrt{\\sum_{i = 1}^n x_i^2}"]);return m=function(){return r},r}function p(){var r=M(["Vert x Vert_1 = sum_{i = 1}^n | x_i |"],["\\Vert x \\Vert_1 = \\sum_{i = 1}^n | x_i |"]);return p=function(){return r},r}function d(){var r=M(["Vert x Vert_infty = max_{i = 1..n} | x_i |"],["\\Vert x \\Vert_\\infty = max_{i = 1..n} | x_i |"]);return d=function(){return r},r}function s(){var r=M(["\n \begin{pmatrix}\n {color{Gray} 0} & {color{Gray} 0} & 1\n {color{Gray} 0} & 1 & {color{Gray} 0}\\\n 1 & {color{Gray} 0} & {color{Gray} 0}\\\n end{pmatrix}\n "],["\n \\begin{pmatrix}\n {\\color{Gray} 0} & {\\color{Gray} 0} & 1\n {\\color{Gray} 0} & 1 & {\\color{Gray} 0}\\\\\n 1 & {\\color{Gray} 0} & {\\color{Gray} 0}\\\\\n \\end{pmatrix}\n "]);return s=function(){return r},r}function f(){var r=M(["\n \begin{pmatrix}\n {color{Gray} 0} & 1 & {color{Gray} 0}\\\n 1 & 1 & {color{Gray} 0}\\\n {color{Gray} 0} & {color{Gray} 0} & 1\n end{pmatrix}\n "],["\n \\begin{pmatrix}\n {\\color{Gray} 0} & 1 & {\\color{Gray} 0}\\\\\n 1 & 1 & {\\color{Gray} 0}\\\\\n {\\color{Gray} 0} & {\\color{Gray} 0} & 1\n \\end{pmatrix}\n "]);return f=function(){return r},r}function g(){var r=M(["A^{-1} cdot A = I"],["A^{-1} \\cdot A = I"]);return g=function(){return r},r}function x(){var r=M(["\n \begin{pmatrix}\n \frac{1}{3} & \frac{2}{3} & -\frac{2}{3}\\\n \frac{2}{3} & \frac{1}{3} & \frac{2}{3}\\\n \frac{2}{3} & -\frac{2}{3} & -\frac{1}{3}\\\n end{pmatrix}\n "],["\n \\begin{pmatrix}\n \\frac{1}{3} & \\frac{2}{3} & -\\frac{2}{3}\\\\\n \\frac{2}{3} & \\frac{1}{3} & \\frac{2}{3}\\\\\n \\frac{2}{3} & -\\frac{2}{3} & -\\fra
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