Efficient Bijective Gödel Numberings for Term Algebras Paul Tarau1 1 Department of Computer Science and Engineering

Source URL: logic.cse.unt.edu

On Rewriting Terms with Strict Functions and Error Propagation Olaf Owe Department of Informatics University of Oslo September 1990

Source URL: folk.uio.no

• Theoretical computer science
• Mathematics
• Programming language theory
• Logic in computer science
• Mathematical logic
• Asymptotic analysis
• Logic programming
• Type theory
• Unification
• Rewriting
• Rewrite order
• Term

Supplementary for Structural-RNN: Deep Learning on Spatio-Temporal Graphs Ashesh Jain1,2 , Amir R. Zamir1 , Silvio Savarese1 , and Ashutosh Saxena3 Stanford University1 , Cornell University2 , Brain Of Things Inc.3 {ashe

Source URL: cvgl.stanford.edu

• Artificial neural networks
• Computational neuroscience
• Academia
• Deep learning
• Long short-term memory
• Mathematical logic
• Science and technology
• Applied mathematics
• Algorithm
• Motion
• Artificial intelligence

Final test: Type Theory and Coqjanuary 2011, 10:30–12:30, HG00.308 The mark for this test is the total number of points divided by ten, where the first 10 points are free. 1. Give a term of the simply typed la

Source URL: www.cs.ru.nl

• Mathematical logic
• Logic
• Type theory
• Theoretical computer science
• Lambda calculus
• Dependently typed programming
• Proof theory
• Logic in computer science
• CurryHoward correspondence
• Dependent type
• System F
• Simply typed lambda calculus

From notation to semantics: there and back again Luca Padovani1 and Stefano Zacchiroli2 1 Information Science and Technology Institute, University of Urbino

Source URL: matita.cs.unibo.it

• Logic
• Mathematics
• Abstraction
• Mathematical logic
• Mathematical notation
• Predicate logic
• Elementary mathematics
• Metalogic
• Substitution
• Term
• Lambda calculus
• Structure

Chapter 2 Untyped Lambda Calculus We assume the existence of a denumerable set VAR of (object) variables x0 , x1 , x2 , . . ., and use x, y, z to range over these variables. Given two variables x1 and x2 , we write x1 =

Source URL: www.cs.bu.edu

• Theoretical computer science
• Logic
• Mathematics
• Automated theorem proving
• Logic programming
• Logical truth
• Propositional calculus
• Substitution
• Lambda calculus
• Term
• Relationships among probability distributions
• Centripetal CatmullRom spline

No complete linear term rewriting system for propositional logic Anupam Das and Lutz Straßburger Abstract Recently it has been observed that the set of all sound linear inference rules in propositional

Source URL: www.lix.polytechnique.fr

• Mathematics
• Logic
• Mathematical logic
• Boolean algebra
• Formal languages
• Semantics
• Algebraic logic
• Logic in computer science
• Substitution
• Propositional calculus
• Rewriting
• Negation

Symbolic Evaluation Graphs and Term Rewriting — A General Methodology for Analyzing Logic Programs ∗ J¨urgen Giesl Thomas Str¨oder

Source URL: www.dcs.bbk.ac.uk

• Logic
• Mathematical logic
• Theoretical computer science
• Automated theorem proving
• Logic programming
• Logic in computer science
• Type theory
• Logical truth
• Substitution
• Unification
• Admissible rule
• Symbol

Boolean Logic Introduction The basic Boolean operators are AND, OR and NOT. Use these operators to combine terms when searching in electronic databases and search engines. Some databases and search engines also support t

Source URL: pod.nku.edu

• Information science
• Information retrieval
• Internet search engines
• Search engine
• Web search engine
• Full text search
• Index term

Specialising the Ground Representation in the Logic Programming Language G¨odel. C.A.Gurr∗ University of Edinburgh Abstract

Source URL: repository.readscheme.org

• Software engineering
• Theoretical computer science
• Logic programming
• Computer programming
• Programming paradigms
• Automated theorem proving
• Type theory
• Prolog
• Unification
• Substitution
• Interpreter
• Term