Theodore Omtzigt

When a program includes two or more Universal Number Library types, it is likely that there is a need in the program to 'connect' the two types so that they...

visualizing the expansion/contraction of the ubox for unum Type 1 (and valid) number systems during a computation. Useful for debugging and education/documentation of algorithms and numerical analysis.

When designing/evaluating number systems, the closure plot is an interesting visual pattern to qualitatively compare state spaces of a number system's arithmetic state space. A closure plot generator that can...

For many numerical tests we would benefit from a high-performance arbitrary precision floating point representation. We don't want to create a dependency on BOOST or MPFR as it would make...

implement division for arbitrary precision linear floating point We have arbitrary precision and adaptive precision vocabulary. arbitrary precision arithmetic is any arithmetic using a given fixed precision, whereas adaptive precision...

implement multiplication for arbitrary precision linear floating point We have arbitrary precision and adaptive precision vocabulary. arbitrary precision arithmetic is any arithmetic using a given fixed precision, whereas adaptive precision...

implement addition for arbitrary precision linear floating point We have arbitrary precision and adaptive precision vocabulary. arbitrary precision arithmetic is any arithmetic using a given fixed precision, whereas adaptive precision...