wandalen/wmathmatrix

Collection of general purpose tools for solving problems. Fundamentally extend the language without spoiling, so may be used solely or in conjunction with another module of such kind.

Framework for convenient unit testing. Testing provides the intuitive interface, simple tests structure, asynchronous code handling mechanism, colorful report, verbosity control and more. Use the module to get free of routines which can be automated.

Collection of functions for vector math. `MathVector` introduces missing in JavaScript type `VectorAdapter`. Vector adapter is an implementation of the abstract interface, a kind of link that defines how to interpret data as the vector. The adapter could specify offset, length, and stride what changes how the original container is interpreted but does not alter its data. The length of the vector specified by the adapter is not necessarily equal to the length of the original container, siblings elements of such vector are not necessarily sibling in the original container. Thanks to adapters storage format of vectors do not make a big difference for math algorithms. Module `MathVector` implements math functions that accept vector specified by either adapter or Array/Buffer. Use MathVector to be more functional with math and less constrained with storage format. container, so storage format of vectors does not make a big difference for math algorithms. MathVector implements functions for the VectorImage and mirrors them for Array/Buffer. Use MathVector to be more functional with math and less constrained with storage format.

Collection of cross-platform routines for processing heterogenous data.

Collection of functions for non-vector math

Copyable mixin adds copyability and clonability to your class. The module uses defined relation to deduce how to copy / clone the instance.

Collection of functions to operate such geometrical concepts as Sphere, Box, Plane, Frustum, Ray, Axis and Angle, Euler's Angles, Quaternion and other. Why MathModels? Three reasons. All functions of the module are purely functional. MathModels heavily relies on another great concept MathVector what makes the module less sensible to data formats of operational objects. The module provides functions for conversions from one to another conceptual form, for example from Quaternion to Euler's Angles or from Euler's Angles to Quaternion or between different representations of Euler's Angles. Unlike MatchConcepts many alternatives do conversions inconsistently or inaccurately. MatchConcepts is densely covered by tests and optimized for accuracy. Use MatchConcepts to have uniform experience solving geometrical problems and to get a more flexible program.

Aggregates other math modules in single module.