Mathematical functions: Difference between revisions
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* ''JXG.Math.factorial(n)'': computes <math>n! = n\cdot(n-1)\cdots2\cdot 1</math>. | * ''JXG.Math.factorial(n)'': computes <math>n! = n\cdot(n-1)\cdots2\cdot 1</math>. | ||
* ''JXG.Math.Numerics.lagrangePolynomial(p)'': returns a function which describes the Lagrange polynomial through the points in the array ''p''. | * ''JXG.Math.Numerics.lagrangePolynomial(p)'': returns a function which describes the Lagrange polynomial through the points in the array ''p''. | ||
* ''JXG.Math.Numerics. | * ''JXG.Math.Numerics.Neville(p)'': returns the parent array which describes the polynomial curve through the points in the array ''p''. |
Revision as of 19:06, 18 January 2013
Functions of the JavaScript Object Math
The following functions are part of every JavaScript virtual machine:
- Math.abs;
- Math.acos;
- Math.asin;
- Math.atan;
- Math.ceil;
- Math.cos;
- Math.exp;
- Math.floor;
- Math.log;
- Math.max;
- Math.min;
- Math.random;
- Math.sin;
- Math.sqrt;
- Math.tan;
JSXGraph expands the set of available mathematical functions. These functions are part of the JXG.Math namespace which itself contains several namespaces like JXG.Math.Numerics and JXG.Math.Geometry.
- JXG.Math.Geometry.angle(A, B, C): for Point objects A, B, C. (A: name string, id string or object pointer)
- JXG.Math.Geometry.rad(A, B, C)
- JXG.Math.Geometry.distance(arr1, arr2): Euclidean distane between two vectors
- JXG.Math.pow(a, b): [math]\displaystyle{ a^b }[/math] for floating point value of b. Math.pow is defined for integer values of b', only.
- JXG.Math.cosh(x)
- JXG.Math.sinh(x)
- JXG.Math.Numerics.D(f): Numerically computed derivative of the function f, returns a function.
- JXG.Math.Numerics.I(interval,f): Numerically computed v alue integral of the function f in the given interval.
- JXG.Math.Numerics.root(f,x): root of the function f. Uses Newton method with start value x.
- JXG.Math.factorial(n): computes [math]\displaystyle{ n! = n\cdot(n-1)\cdots2\cdot 1 }[/math].
- JXG.Math.Numerics.lagrangePolynomial(p): returns a function which describes the Lagrange polynomial through the points in the array p.
- JXG.Math.Numerics.Neville(p): returns the parent array which describes the polynomial curve through the points in the array p.