{"id":"node_modules/mathjs/es/function/arithmetic/norm.js","dependencies":[{"name":"/home/hernan/workspace/tests/test-simulador/package.json","includedInParent":true,"mtime":1597264365661},{"name":"/home/hernan/workspace/tests/test-simulador/node_modules/mathjs/package.json","includedInParent":true,"mtime":1593627585935},{"name":"../../utils/factory","loc":{"line":1,"column":24},"parent":"/home/hernan/workspace/tests/test-simulador/node_modules/mathjs/es/function/arithmetic/norm.js","resolved":"/home/hernan/workspace/tests/test-simulador/node_modules/mathjs/es/utils/factory.js"}],"generated":{"js":"\"use strict\";\n\nObject.defineProperty(exports, \"__esModule\", {\n  value: true\n});\nexports.createNorm = void 0;\n\nvar _factory = require(\"../../utils/factory\");\n\nvar name = 'norm';\nvar dependencies = ['typed', 'abs', 'add', 'pow', 'conj', 'sqrt', 'multiply', 'equalScalar', 'larger', 'smaller', 'matrix'];\nvar createNorm = /* #__PURE__ */(0, _factory.factory)(name, dependencies, function (_ref) {\n  var typed = _ref.typed,\n      abs = _ref.abs,\n      add = _ref.add,\n      pow = _ref.pow,\n      conj = _ref.conj,\n      sqrt = _ref.sqrt,\n      multiply = _ref.multiply,\n      equalScalar = _ref.equalScalar,\n      larger = _ref.larger,\n      smaller = _ref.smaller,\n      matrix = _ref.matrix;\n  /**\n   * Calculate the norm of a number, vector or matrix.\n   *\n   * The second parameter p is optional. 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ArrayNumberBigNumberString(x, p) {\n      return _norm(matrix(x), p);\n    },\n    'Matrix, number | BigNumber | string': function MatrixNumberBigNumberString(x, p) {\n      return _norm(x, p);\n    }\n  });\n  /**\n   * Calculate the norm for an array\n   * @param {Matrix} x\n   * @param {number | string} p\n   * @returns {number} Returns the norm\n   * @private\n   */\n\n  function _norm(x, p) {\n    // size\n    var sizeX = x.size(); // check if it is a vector\n\n    if (sizeX.length === 1) {\n      // check p\n      if (p === Number.POSITIVE_INFINITY || p === 'inf') {\n        // norm(x, Infinity) = max(abs(x))\n        var pinf = 0; // skip zeros since abs(0) === 0\n\n        x.forEach(function (value) {\n          var v = abs(value);\n\n          if (larger(v, pinf)) {\n            pinf = v;\n          }\n        }, true);\n        return pinf;\n      }\n\n      if (p === Number.NEGATIVE_INFINITY || p === '-inf') {\n        // norm(x, -Infinity) = min(abs(x))\n        var ninf; 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If not provided, it defaults to 2.\n   *\n   * Syntax:\n   *\n   *    math.norm(x)\n   *    math.norm(x, p)\n   *\n   * Examples:\n   *\n   *    math.abs(-3.5)                         // returns 3.5\n   *    math.norm(-3.5)                        // returns 3.5\n   *\n   *    math.norm(math.complex(3, -4))         // returns 5\n   *\n   *    math.norm([1, 2, -3], Infinity)        // returns 3\n   *    math.norm([1, 2, -3], -Infinity)       // returns 1\n   *\n   *    math.norm([3, 4], 2)                   // returns 5\n   *\n   *    math.norm([[1, 2], [3, 4]], 1)          // returns 6\n   *    math.norm([[1, 2], [3, 4]], 'inf')     // returns 7\n   *    math.norm([[1, 2], [3, 4]], 'fro')     // returns 5.477225575051661\n   *\n   * See also:\n   *\n   *    abs, hypot\n   *\n   * @param  {number | BigNumber | Complex | Array | Matrix} x\n   *            Value for which to calculate the norm\n   * @param  {number | BigNumber | string} [p=2]\n   *            Vector space.\n   *            Supported numbers include Infinity and -Infinity.\n   *            Supported strings are: 'inf', '-inf', and 'fro' (The Frobenius norm)\n   * @return {number | BigNumber} the p-norm\n   */\n  var norm = typed(name, {\n    number: Math.abs,\n    Complex: function Complex(x) {\n      return x.abs();\n    },\n    BigNumber: function BigNumber(x) {\n      // norm(x) = abs(x)\n      return x.abs();\n    },\n    \"boolean\": function boolean(x) {\n      // norm(x) = abs(x)\n      return Math.abs(x);\n    },\n    Array: function Array(x) {\n      return _norm(matrix(x), 2);\n    },\n    Matrix: function Matrix(x) {\n      return _norm(x, 2);\n    },\n    'number | Complex | BigNumber | boolean, number | BigNumber | string': function numberComplexBigNumberBooleanNumberBigNumberString(x) {\n      // ignore second parameter, TODO: remove the option of second parameter for these types\n      return norm(x);\n    },\n    'Array, number | BigNumber | string': function ArrayNumberBigNumberString(x, p) {\n      return _norm(matrix(x), p);\n    },\n    'Matrix, number | BigNumber | string': function MatrixNumberBigNumberString(x, p) {\n      return _norm(x, p);\n    }\n  });\n  /**\n   * Calculate the norm for an array\n   * @param {Matrix} x\n   * @param {number | string} p\n   * @returns {number} Returns the norm\n   * @private\n   */\n\n  function _norm(x, p) {\n    // size\n    var sizeX = x.size(); // check if it is a vector\n\n    if (sizeX.length === 1) {\n      // check p\n      if (p === Number.POSITIVE_INFINITY || p === 'inf') {\n        // norm(x, Infinity) = max(abs(x))\n        var pinf = 0; // skip zeros since abs(0) === 0\n\n        x.forEach(function (value) {\n          var v = abs(value);\n\n          if (larger(v, pinf)) {\n            pinf = v;\n          }\n        }, true);\n        return pinf;\n      }\n\n      if (p === Number.NEGATIVE_INFINITY || p === '-inf') {\n        // norm(x, -Infinity) = min(abs(x))\n        var ninf; // skip zeros since abs(0) === 0\n\n        x.forEach(function (value) {\n          var v = abs(value);\n\n          if (!ninf || smaller(v, ninf)) {\n            ninf = v;\n          }\n        }, true);\n        return ninf || 0;\n      }\n\n      if (p === 'fro') {\n        return _norm(x, 2);\n      }\n\n      if (typeof p === 'number' && !isNaN(p)) {\n        // check p != 0\n        if (!equalScalar(p, 0)) {\n          // norm(x, p) = sum(abs(xi) ^ p) ^ 1/p\n          var n = 0; // skip zeros since abs(0) === 0\n\n          x.forEach(function (value) {\n            n = add(pow(abs(value), p), n);\n          }, true);\n          return pow(n, 1 / p);\n        }\n\n        return Number.POSITIVE_INFINITY;\n      } // invalid parameter value\n\n\n      throw new Error('Unsupported parameter value');\n    } // MxN matrix\n\n\n    if (sizeX.length === 2) {\n      // check p\n      if (p === 1) {\n        // norm(x) = the largest column sum\n        var c = []; // result\n\n        var maxc = 0; // skip zeros since abs(0) == 0\n\n        x.forEach(function (value, index) {\n          var j = index[1];\n          var cj = add(c[j] || 0, abs(value));\n\n          if (larger(cj, maxc)) {\n            maxc = cj;\n          }\n\n          c[j] = cj;\n        }, true);\n        return maxc;\n      }\n\n      if (p === Number.POSITIVE_INFINITY || p === 'inf') {\n        // norm(x) = the largest row sum\n        var r = []; // result\n\n        var maxr = 0; // skip zeros since abs(0) == 0\n\n        x.forEach(function (value, index) {\n          var i = index[0];\n          var ri = add(r[i] || 0, abs(value));\n\n          if (larger(ri, maxr)) {\n            maxr = ri;\n          }\n\n          r[i] = ri;\n        }, true);\n        return maxr;\n      }\n\n      if (p === 'fro') {\n        // norm(x) = sqrt(sum(diag(x'x)))\n        var fro = 0;\n        x.forEach(function (value, index) {\n          fro = add(fro, multiply(value, conj(value)));\n        });\n        return abs(sqrt(fro));\n      }\n\n      if (p === 2) {\n        // not implemented\n        throw new Error('Unsupported parameter value, missing implementation of matrix singular value decomposition');\n      } // invalid parameter value\n\n\n      throw new Error('Unsupported parameter value');\n    }\n  }\n\n  return norm;\n});"},"lineCount":null}},"error":null,"hash":"04e03f842ab108778f3f0814778e62ad","cacheData":{"env":{}}}