Trl.IntegerMapper
1.0.1
dotnet add package Trl.IntegerMapper --version 1.0.1
NuGet\Install-Package Trl.IntegerMapper -Version 1.0.1
<PackageReference Include="Trl.IntegerMapper" Version="1.0.1" />
paket add Trl.IntegerMapper --version 1.0.1
#r "nuget: Trl.IntegerMapper, 1.0.1"
// Install Trl.IntegerMapper as a Cake Addin
#addin nuget:?package=Trl.IntegerMapper&version=1.0.1
// Install Trl.IntegerMapper as a Cake Tool
#tool nuget:?package=Trl.IntegerMapper&version=1.0.1
Integer Mapper maps .NET types to monotonically increasing integers starting from 0. Null or Empty is mapped to 0. Mappings can be reversed. Integer Mapper is useful for implementing caching, memoization, and algorithms requiring ranked alphabets over a problem domain.
Product | Versions |
---|---|
.NET | net5.0 net5.0-windows net6.0 net6.0-android net6.0-ios net6.0-maccatalyst net6.0-macos net6.0-tvos net6.0-windows net7.0 net7.0-android net7.0-ios net7.0-maccatalyst net7.0-macos net7.0-tvos net7.0-windows |
.NET Core | netcoreapp3.0 netcoreapp3.1 |
.NET Standard | netstandard2.1 |
MonoAndroid | monoandroid |
MonoMac | monomac |
MonoTouch | monotouch |
Tizen | tizen60 |
Xamarin.iOS | xamarinios |
Xamarin.Mac | xamarinmac |
Xamarin.TVOS | xamarintvos |
Xamarin.WatchOS | xamarinwatchos |
-
.NETStandard 2.1
- No dependencies.
NuGet packages (1)
Showing the top 1 NuGet packages that depend on Trl.IntegerMapper:
Package | Downloads |
---|---|
Trl.TermDataRepresentation
The overall aim of this project is to create a term rewriting system that could be useful in everyday programming, and to represent data in a way that roughly correspond to the definition of a term in formal logic. Terms should be familiar to any programmer because they are basically constants, variables, and function symbols. |
GitHub repositories
This package is not used by any popular GitHub repositories.
Integer Mapper maps .NET types to monotonically increasing integers starting from 0. Null or Empty is mapped to 0. Mappings can be reversed. Integer Mapper is useful for implementing caching, memoization, and algorithms requiring ranked alphabets over a problem domain.