inkydragon

# SPDX-License-Identifier: MIT
# Author: Chengyu Han (inkydragon/awesome-special-functions)
"""
Modified Bessel functions of the first kind of order nu:  besseli(nu, x)

- `nu == 0`:  besseli0(x)
- `nu == 1`:  besseli1(x)
- Neg `nu`: ``I_{-v}(x) = I_v(x) + (2/π)*sin(πv) * K_v(x)``
    - Special case: integer `v=n`: ``I_{-n}(x) = I_n(x)``
- Neg `x`:  ``I_v(-x) = e^{iπv}* I_v(x)``

inkydragon

xkebd.txt (F90 package of complete elliptic integral computation by minimax approximation)

• March 2023
• Languages: Fortran
• LicenseCC BY 4.0
• Toshio Fukushima

Presented are eight Fortran 90 programs to compute four complete elliptic integrals of first and second kind, K(m), E(m), B(m), D(m):

1. xkbed.f90, test driver of "ceik", "ceie", "ceib", "ceid", "sceik", "sceie", "sceib", and "sceid" ,

inkydragon

Class,SubClass,Function Name,NO,SpecialFunctions.jl,Mathematica,scipy,Desc,DLMF,MathWorld
Gamma Functions,Factorial Function,n!,1 ,factorial(n::Integer),n!,factorial(n),factorial of non-negative integer n,,
Gamma Functions,Factorial Function,n!!,2 ,,n!!,factorial2(n),Double factorial,,
Gamma Functions,Factorial Function,"FactorialK(n, k)",3 ,,,"factorialk(n, k)",Multifactorial of n of order k,,
Gamma Functions,Factorial Function,"Binomial(n, m)",4 ,"binomial(n::Integer, k::Integer)","Binomial[n, m]","binom(x, y)",binomial coefficient,,
Gamma Functions,Factorial Function,n$,5 ,,BarnesG[z],,"Superfactorial, equivalent to the integral values of the Barnes G-function",,https://mathworld.wolfram.com/Superfactorial.html
Gamma Functions,Factorial Function,H(n),6 ,,Hyperfactorial[n],,Hyperfactorial,,https://mathworld.wolfram.com/Hyperfactorial.html
Gamma Functions,Factorial Function,"Multinomial(n1, n2, …)",7 ,,"Multinomial[n1, n2, ...]",,multinomial coefficient,,
Gamma Functions,Gamma Function,Γ(z),8 ,gamma(z),Gamma

inkydragon

.
├── addons
│   ├── blender_studio_gltf_import
│   ├── kenney_prototype_textures
│   │   ├── dark
│   │   ├── green
│   │   ├── light
│   │   ├── orange
│   │   ├── purple
│   │   └── red

inkydragon

{
	"disabled_classes": [
		"BaseMaterial3D",
		"NavigationAgent3D",
		"Node3D",
		"Occluder3D",
		"Shape3D",
		"Texture3D",
		"VisualShaderNodeSample3D",
		"World3D"

inkydragon

IEEE 754 floating-point formatter using the Dragonbox algorithm
        f32(%a)     uint32        int64             str(f32)
        0x1p+25  0x2000000     33554432      33554432.000000
 0x1.000008p+25  0x2000010     33554448      33554448.000000
  0x1.00008p+25  0x2000100     33554688      33554688.000000
        0x1p+26  0x4000000     67108864      67108864.000000
 0x1.000008p+26  0x4000020     67108896      67108896.000000
 0x1.00000cp+26  0x4000030     67108912      67108912.000000
  0x1.00001p+26  0x4000040     67108928      67108928.000000
 0x1.000014p+26  0x4000050     67108944      67108944.000000

inkydragon

Julia Code Count

• Julia version: 1.11.0-DEV https://github.com/JuliaLang/julia/commit/a37d626565930a58a9968965e52c113043fe06bb
• Count Tool: VSCode Plugin: VScode Counter v3.4.0
• md Table to CSV: https://tableconvert.com/markdown-to-csv
• Some Regex:

  "\[(.+)\]\(.+\)"
  "$1"
  

inkydragon

# SPDX-License-Identifier: MIT
using Test
using Base.JuliaSyntax
using Base.JuliaSyntax: Diagnostic

# copy from: https://github.com/JuliaLang/JuliaSyntax.jl/blob/a6f2d1580f7bbad11822033e8c83e607aa31f100/test/diagnostics.jl#L1-L12
function diagnostic(str; only_first=false, allow_multiple=false, rule=:all, version=v"1.6")
   stream = JuliaSyntax.ParseStream(str; version=version)
   JuliaSyntax.parse!(stream, rule=rule)
   if allow_multiple

inkydragon

#const forecast_samples     = [randn(30) for i in 1:10_000];
const forecast_samples_adj = [randn(30) for i in 1:10_000]';

function f(arr)
    reduce(vcat, arr)
    GC.gc(true)
    GC.gc(false)
    return Base.gc_live_bytes() / 2^20
end

inkydragon

Microsoft (R) COFF/PE Dumper Version 14.29.30145.0
Copyright (C) Microsoft Corporation.  All rights reserved.


Dump of file libgettextlib-0-21.dll

File Type: DLL

  Section contains the following exports for libgettextlib-0-21.dll