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Quotient type
Pragmatic Quotient Types in Coq Cyril Cohen
Arithmetic in MIPS
Quotient Types: a Modular Approach
Mathematics for Computer Scientists (G51MCS) Lecture Notes Autumn 2005
Quotient Types — a Modular Approach *,**
Quotient Types
Structured Formal Development with Quotient Types in Isabelle/HOL
Defining Functions on Equivalence Classes
Type Theory & Functional Programming
Types in Logic, Mathematics, and Programming from the Handbook of Proof Theory
Separate Chaining Meets Compact Hashing
Computational Type Theory
A Verified Implementation of Algebraic Numbers in Isabelle/HOL
Quotient Inductive-Inductive Types
Study of the Posit Number System: a Practical Approach
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Two Lectures on Constructive Type Theory
Tutorial.Pdf
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Quotient Types in Type Theory
Floating-Point Formats.Pdf
8 General Purpose Machines
Refinements in HOLCF: Implementation of Interactive Systems
Pragmatic Quotient Types in Coq
Quotients Revisited for Isabelle/HOL
The Structure of Nuprl's Type Theory
1 1 1. Introduction. the Subroutines Below Are Used to Simulate
Innovations in Computational Type Theory Using Nuprl
Quotients of Bounded Natural Functors Extended Report
A Formalization of Elliptic Curves for Cryptography Evmorfia-Iro Bartzia
Floating Point Math, Fixed-Point Math and Other Optimizations
Quotients in Dependent Type Theory Andrew M
Lifting and Transfer: a Modular Design for Quotients in Isabelle/HOL
Flip: a Floating-Point Library for Integer Processors
Type Theory in a Type Theory with Quotient Inductive Types
Thesis in PDF Format
Higher Inductive Types and Internal Parametricity for Cubical Type Theory Evan Cavallo CMU-CS-21-100 February 2021
Type-Dependent Equality (TDE)
A Language with Type-Dependent Equality
CT-Wasm: Type-Driven Secure Cryptography for the Web Ecosystem
Formalized Algebraic Numbers: Construction and First-Order Theory. Cyril Cohen
CT-WASM: Type-Driven Secure Cryptography for the Web Ecosystem
Relational Parametricity and Quotient Preservation for Modular (Co)Datatypes
Building Mathematics-Based Software Systems to Advance Science and Create Knowledge
Fault-Tolerant Computation Using Algebraic Homomorphisms
Numerical Analysis of Ordinary Differential Equations
Formalization of Real Analysis: a Survey of Proof Assistants and Libraries∗
THE DESIGN of an IC HALF PRECISION FLOATING POINT ARITHMETIC LOGIC UNIT Balaji Kannan Clemson University,
[email protected]
A Formalization of Elementary Group Theory in the Proof Assistant Lean
Type Theory in Type Theory (Draft)
Weapons of Mass Construction: Inductive Types, Inductive Predicates
Quotients, Inductive Types, and Quotient Inductive Types 3
CLN, a Class Library for Numbers