{"id":"node_modules/mathjs/es/function/arithmetic/cbrt.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/cbrt.js","resolved":"/home/hernan/workspace/tests/test-simulador/node_modules/mathjs/es/utils/factory.js"},{"name":"../../utils/is","loc":{"line":2,"column":51},"parent":"/home/hernan/workspace/tests/test-simulador/node_modules/mathjs/es/function/arithmetic/cbrt.js","resolved":"/home/hernan/workspace/tests/test-simulador/node_modules/mathjs/es/utils/is.js"},{"name":"../../utils/collection","loc":{"line":3,"column":24},"parent":"/home/hernan/workspace/tests/test-simulador/node_modules/mathjs/es/function/arithmetic/cbrt.js","resolved":"/home/hernan/workspace/tests/test-simulador/node_modules/mathjs/es/utils/collection.js"},{"name":"../../plain/number","loc":{"line":4,"column":27},"parent":"/home/hernan/workspace/tests/test-simulador/node_modules/mathjs/es/function/arithmetic/cbrt.js","resolved":"/home/hernan/workspace/tests/test-simulador/node_modules/mathjs/es/plain/number/index.js"}],"generated":{"js":"\"use strict\";\n\nObject.defineProperty(exports, \"__esModule\", {\n  value: true\n});\nexports.createCbrt = void 0;\n\nvar _factory = require(\"../../utils/factory\");\n\nvar _is = require(\"../../utils/is\");\n\nvar _collection = require(\"../../utils/collection\");\n\nvar _number = require(\"../../plain/number\");\n\nvar name = 'cbrt';\nvar dependencies = ['config', 'typed', 'isNegative', 'unaryMinus', 'matrix', 'Complex', 'BigNumber', 'Fraction'];\nvar createCbrt = /* #__PURE__ */(0, _factory.factory)(name, dependencies, function (_ref) {\n  var config = _ref.config,\n      typed = _ref.typed,\n      isNegative = _ref.isNegative,\n      unaryMinus = _ref.unaryMinus,\n      matrix = _ref.matrix,\n      Complex = _ref.Complex,\n      BigNumber = _ref.BigNumber,\n      Fraction = _ref.Fraction;\n  /**\n   * Calculate the cubic root of a value.\n   *\n   * For matrices, the function is evaluated element wise.\n   *\n   * Syntax:\n   *\n   *    math.cbrt(x)\n   *    math.cbrt(x, allRoots)\n   *\n   * Examples:\n   *\n   *    math.cbrt(27)                  // returns 3\n   *    math.cube(3)                   // returns 27\n   *    math.cbrt(-64)                 // returns -4\n   *    math.cbrt(math.unit('27 m^3')) // returns Unit 3 m\n   *    math.cbrt([27, 64, 125])       // returns [3, 4, 5]\n   *\n   *    const x = math.complex('8i')\n   *    math.cbrt(x)                   // returns Complex 1.7320508075689 + i\n   *    math.cbrt(x, true)             // returns Matrix [\n   *                                    //    1.7320508075689 + i\n   *                                    //   -1.7320508075689 + i\n   *                                    //   -2i\n   *                                    // ]\n   *\n   * See also:\n   *\n   *    square, sqrt, cube\n   *\n   * @param {number | BigNumber | Complex | Unit | Array | Matrix} x\n   *            Value for which to calculate the cubic root.\n   * @param {boolean} [allRoots]  Optional, false by default. 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        // returns 27\n   *    math.cbrt(-64)                 // returns -4\n   *    math.cbrt(math.unit('27 m^3')) // returns Unit 3 m\n   *    math.cbrt([27, 64, 125])       // returns [3, 4, 5]\n   *\n   *    const x = math.complex('8i')\n   *    math.cbrt(x)                   // returns Complex 1.7320508075689 + i\n   *    math.cbrt(x, true)             // returns Matrix [\n   *                                    //    1.7320508075689 + i\n   *                                    //   -1.7320508075689 + i\n   *                                    //   -2i\n   *                                    // ]\n   *\n   * See also:\n   *\n   *    square, sqrt, cube\n   *\n   * @param {number | BigNumber | Complex | Unit | Array | Matrix} x\n   *            Value for which to calculate the cubic root.\n   * @param {boolean} [allRoots]  Optional, false by default. Only applicable\n   *            when `x` is a number or complex number. If true, all complex\n   *            roots are returned, if false (default) the principal root is\n   *            returned.\n   * @return {number | BigNumber | Complex | Unit | Array | Matrix}\n   *            Returns the cubic root of `x`\n   */\n  var cbrt = typed(name, {\n    number: cbrtNumber,\n    // note: signature 'number, boolean' is also supported,\n    //       created by typed as it knows how to convert number to Complex\n    Complex: _cbrtComplex,\n    'Complex, boolean': _cbrtComplex,\n    BigNumber: function BigNumber(x) {\n      return x.cbrt();\n    },\n    Unit: _cbrtUnit,\n    'Array | Matrix': function ArrayMatrix(x) {\n      // deep map collection, skip zeros since cbrt(0) = 0\n      return deepMap(x, cbrt, true);\n    }\n  });\n  /**\n   * Calculate the cubic root for a complex number\n   * @param {Complex} x\n   * @param {boolean} [allRoots]   If true, the function will return an array\n   *                               with all three roots. If false or undefined,\n   *                               the principal root is returned.\n   * @returns {Complex | Array.<Complex> | Matrix.<Complex>} Returns the cubic root(s) of x\n   * @private\n   */\n\n  function _cbrtComplex(x, allRoots) {\n    // https://www.wikiwand.com/en/Cube_root#/Complex_numbers\n    var arg3 = x.arg() / 3;\n    var abs = x.abs(); // principal root:\n\n    var principal = new Complex(cbrtNumber(abs), 0).mul(new Complex(0, arg3).exp());\n\n    if (allRoots) {\n      var all = [principal, new Complex(cbrtNumber(abs), 0).mul(new Complex(0, arg3 + Math.PI * 2 / 3).exp()), new Complex(cbrtNumber(abs), 0).mul(new Complex(0, arg3 - Math.PI * 2 / 3).exp())];\n      return config.matrix === 'Array' ? all : matrix(all);\n    } else {\n      return principal;\n    }\n  }\n  /**\n   * Calculate the cubic root for a Unit\n   * @param {Unit} x\n   * @return {Unit} Returns the cubic root of x\n   * @private\n   */\n\n\n  function _cbrtUnit(x) {\n    if (x.value && isComplex(x.value)) {\n      var result = x.clone();\n      result.value = 1.0;\n      result = result.pow(1.0 / 3); // Compute the units\n\n      result.value = _cbrtComplex(x.value); // Compute the value\n\n      return result;\n    } else {\n      var negate = isNegative(x.value);\n\n      if (negate) {\n        x.value = unaryMinus(x.value);\n      } // TODO: create a helper function for this\n\n\n      var third;\n\n      if (isBigNumber(x.value)) {\n        third = new BigNumber(1).div(3);\n      } else if (isFraction(x.value)) {\n        third = new Fraction(1, 3);\n      } else {\n        third = 1 / 3;\n      }\n\n      var _result = x.pow(third);\n\n      if (negate) {\n        _result.value = unaryMinus(_result.value);\n      }\n\n      return _result;\n    }\n  }\n\n  return cbrt;\n});"},"lineCount":null}},"error":null,"hash":"7a50445a56c03a6315c360a6753ec0d0","cacheData":{"env":{}}}