BenBurgers.FormalLanguagesAutomata
0.4.6-alpha
Install-Package BenBurgers.FormalLanguagesAutomata -Version 0.4.6-alpha
dotnet add package BenBurgers.FormalLanguagesAutomata --version 0.4.6-alpha
<PackageReference Include="BenBurgers.FormalLanguagesAutomata" Version="0.4.6-alpha" />
paket add BenBurgers.FormalLanguagesAutomata --version 0.4.6-alpha
#r "nuget: BenBurgers.FormalLanguagesAutomata, 0.4.6-alpha"
// Install BenBurgers.FormalLanguagesAutomata as a Cake Addin
#addin nuget:?package=BenBurgers.FormalLanguagesAutomata&version=0.4.6-alpha&prerelease
// Install BenBurgers.FormalLanguagesAutomata as a Cake Tool
#tool nuget:?package=BenBurgers.FormalLanguagesAutomata&version=0.4.6-alpha&prerelease
This package targets RC1 of .NET 5 and is in development.
Services, interfaces and implementations for Formal Languages and Automata.
Includes automata deterministic and non-deterministic finite accepters, deterministic and non-deterministic pushdown accepters, Turing Machines, grammars and tree nodes.
Product | Versions |
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.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 |
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net5.0
- Microsoft.Extensions.Logging.Abstractions (>= 5.0.0-rc.1.20451.14)
NuGet packages (1)
Showing the top 1 NuGet packages that depend on BenBurgers.FormalLanguagesAutomata:
Package | Downloads |
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BenBurgers.FormalLanguagesAutomata.Specializations
This package targets RC1 of .NET 5 and is in development. Specializations of formal languages and automata: a Password Strength Accepter. (faster than regular expressions, if logging is disabled), a Sequence Consumer that consumes a particular sequence from a tape of symbols. |
GitHub repositories
This package is not used by any popular GitHub repositories.
Version | Downloads | Last updated |
---|---|---|
0.4.6-alpha | 189 | 10/6/2020 |
0.4.5-alpha | 227 | 10/4/2020 |
0.4.3-alpha | 230 | 10/3/2020 |
0.3.0-alpha | 209 | 9/26/2020 |
0.2.0-alpha | 207 | 9/25/2020 |
0.1.1-alpha | 173 | 9/24/2020 |
0.1.0-alpha | 165 | 9/24/2020 |
Added Turing Machines with 2 and 3 tapes.