MetaNumerics's profile picture. Math and Data for .NET

MetaNumerics

@MetaNumerics

Math and Data for .NET

Here's a fantastic book on bit-level arithmetic that I used when coding the 128-bit integer types in the latest release of Meta.Numerics. amazon.com/Hackers-Deligh…


Fun portrait of a living legend. nyti.ms/2GjaIjp


All the implementations of exponentiation by squaring I know do an extra, unnecessary multiplication by 1. Which is a step backward from the purported goal of minimizing the number of multiplications.


Tiered JIT is a very cool, performance-enhancing idea coming to the .NET Framework: blogs.msdn.microsoft.com/dotnet/2018/08…


Working to incorporate the large-order uniform asymptotic expansion in our Bessel function routines. This should improve our accuracy and speed for Bessel functions of order 1000 or more. But it a pretty painful algorithm!


Meta.Numerics 4.0, with data frame capabilities, is out! Get it with NuGet. Read tutorial documentation at github.com/dcwuser/metanu…. #csharp #visualstudio #DataScience

MetaNumerics's tweet image. Meta.Numerics 4.0, with data frame capabilities, is out! Get it with NuGet. Read tutorial documentation at github.com/dcwuser/metanu….
#csharp #visualstudio #DataScience

Steinmetz solids (mathworld.wolfram.com/SteinmetzSolid…) are beautiful, complicated solids formed a in beautiful, simple way. @MetaNumerics uses them to test our multi-dimensional integration functions.


The more I maintain large code bases over long times, the more I wish #csharp had established the convention that reference types should have private constructors and public static Create methods.


United States Trends

Loading...

Something went wrong.


Something went wrong.