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Aug 28, 2020 - TeX
#
category-theory
Here are 219 public repositories matching this topic...
Bartosz Milewski's 'Category Theory for Programmers' unofficial PDF and LaTeX source
λΠ Programming Language Theory
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Jul 9, 2020 - CSS
Λrrow - Functional companion to Kotlin's Standard Library
kotlin
monads
functional-programming
arrow
kotlin-library
category-theory
recursion-schemes
optics
polymorphism
typeclasses
monad-transformers
free-monads
functional-data-structure
continuations
for-comprehension
typed-lambda-calculus
tagless-final
fp-types
typeclass-derivation
delimited-continuations
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Sep 1, 2020 - Shell
Lambda the ultimate Pattern Factory: FP, Haskell, Typeclassopedia vs Software Design Patterns
haskell
functional-languages
design-patterns
monad
functor
category-theory
typeclasses
monoids
monad-transformers
strategy-pattern
builder-pattern
traversable
factory-pattern
function-composition
pattern-language
reader-monad
gof-patterns
functors
iterator-pattern
typeclassopedia
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Apr 25, 2020 - Haskell
A library for functional programming in Rust
rust
functional-programming
lambda-calculus
monad
functor
category-theory
monoid
hkt
applicative
homomorphism
comonad
morphism
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Aug 31, 2020 - Rust
An axiom-free formalization of category theory in Coq for personal study and practical work
construction
comonads
coq
monad
functor
category-theory
monoid
categories
category
cartesian-closed-category
cartesian
profunctor
profunctor-composition
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Aug 7, 2020 - Coq
swift
swift-library
functional-programming
cocoapods
carthage
composition
effects
fp
reactive-programming
monad
functor
category-theory
free-monad
bow
spm
mtl
tagless-final
declarative-programming
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Aug 4, 2020 - Swift
Category theory in the context of (functional) programming
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Feb 26, 2018
Open book about math and computer science.
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Sep 1, 2020 - TeX
Category theory concepts in Clojure - Functors, Applicatives, Monads, Monoids and more.
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Jun 21, 2020 - Clojure
ACT community resources
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Nov 26, 2019
Functional programming great resources
scala
algebra
functional-programming
monad
category-theory
recursion-schemes
monoid
typeclass
typeclasses
monad-transformers
free-monads
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Apr 17, 2020
lemastero
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Jan 15, 2019
Programming language agnostic type construction language based on polynomials.
serialization
types
marshalling
type-theory
category-theory
serialization-library
f-algebras
type-definitions
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Aug 22, 2020 - Idris
A daily digest of the articles or videos I've found interesting, that I want to share with you.
javascript
java
kubernetes
microservices
scala
kafka
akka
spark
reactjs
ddd
architecture
technology
watch
bigdata
data-engineering
category-theory
googlecloudplatform
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Aug 31, 2020
epatters
commented
Aug 24, 2020
Pretty-print GATs as LaTeX in both of the following styles:
- Cartmell-style linear notation
- natural-deduction-style tree notation
<img width="680" alt="image" src="https://user-images.githubusercontent.com/316610/91097121-f953b080-e613-11ea-8dda-8da598
A lightweight, distinctly Scala take on functional abstractions, with tight ZIO integration
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Sep 2, 2020 - Scala
formally verified category theory library
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Jun 23, 2020 - Idris
A ReasonML/Ocaml library for category theory and abstract algebra
algebra
monad
category-theory
monoid
semigroup
bucklescript
theory
prelude
reasonml
abstract
category
semiring
abstract-algebra
reason
semigroupoid
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Jul 17, 2020 - Reason
Examples with Functional JavaScript, following Professor Frisby's course
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Aug 24, 2020 - JavaScript
wisnesky
commented
Sep 11, 2019
Complete algorithm: http://web.cecs.pdx.edu/~mpj/pubs/polyrec.html
deyanp
commented
Oct 17, 2019
Do you intend to implement some of the functions Scott Wlaschin has in its AsyncResult/Result modules, e.g.
AsyncResult.catch
AsyncResult.ofAsync
AsyncResult.ofSuccess
AsyncResult.ofError
AsyncResult.ofResult?
A naive approach to functional programming using TypeScript
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Jul 19, 2020 - TypeScript
epost
commented
Oct 18, 2018
- untabify
- indent
- align where needed
A computational algebra system in Smalltalk.
computer-algebra
smalltalk
mathematics
category-theory
cas
algebraic-geometry
group-theory
commutative-algebra
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Aug 11, 2020 - Smalltalk
List of resources about foundational knowledge for programmers (supposed to last a few decades)
computer-science
awesome
cryptography
networking
algorithms
linear-algebra
type-theory
category-theory
programming-languages
programming-paradigms
awesome-list
computer-architecture
software-architecture
algorithms-and-data-structures
proof-theory
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Apr 7, 2020
a toolbox for computing with monoidal categories
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Aug 17, 2020 - Python
A formalization of category theory in the Coq proof assistant.
library
coq
proof-assistant
category-theory
coq-formalization
categories
adjunctions
kan-extensions
topos
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Aug 6, 2020 - Coq
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When I draw a double line without arrow head, it produces
\arrow[r, no head, Rightarrow]but compiling it with latex, I get a double line with head. It looks like the correct option isequalinstead ofno head, Rightarrow.