<--- Back to Details
First PageDocument Content
Mathematical logic / Logic / Model theory / Mathematics / Computability theory / Models of computation / Formal languages / Lambda calculus / Theoretical computer science / First-order logic / Structure / Interpretation
Date: 2015-01-25 16:18:54
Mathematical logic
Logic
Model theory
Mathematics
Computability theory
Models of computation
Formal languages
Lambda calculus
Theoretical computer science
First-order logic
Structure
Interpretation

Noname manuscript No. (will be inserted by the editor) Relational Analysis of (Co)inductive Predicates, (Co)algebraic Datatypes, and (Co)recursive Functions Jasmin Christian Blanchette

Add to Reading List

Source URL: people.mpi-inf.mpg.de

Download Document from Source Website

File Size: 247,63 KB

Share Document on Facebook

Similar Documents

Finding Finite Models in Multi-Sorted First-Order Logic? Giles Reger1 , Martin Suda1 , and Andrei Voronkov1,2,University of Manchester, Manchester, UK

Finding Finite Models in Multi-Sorted First-Order Logic? Giles Reger1 , Martin Suda1 , and Andrei Voronkov1,2,University of Manchester, Manchester, UK

DocID: 1xUV9 - View Document

From First-order Temporal Logic to Parametric Trace Slicing Giles Reger and David Rydeheard University of Manchester, Manchester, UK  Abstract. Parametric runtime verification is the process of verifying properties of ex

From First-order Temporal Logic to Parametric Trace Slicing Giles Reger and David Rydeheard University of Manchester, Manchester, UK Abstract. Parametric runtime verification is the process of verifying properties of ex

DocID: 1xULF - View Document

Formale Systeme II: Theorie Dynamic Logic: Uninterpreted and Interpreted First Order DL SS 2016

Formale Systeme II: Theorie Dynamic Logic: Uninterpreted and Interpreted First Order DL SS 2016

DocID: 1xUCJ - View Document

AlloyInEcore: Deep Embedding of First-Order Relational Logic into Meta-Object Facility Workshop on the Future of Alloy. May 1, 2018. Cambridge, MA  About me

AlloyInEcore: Deep Embedding of First-Order Relational Logic into Meta-Object Facility Workshop on the Future of Alloy. May 1, 2018. Cambridge, MA About me

DocID: 1xTrl - View Document

J. Korean Math. Soc.  FORMALIZING THE META-THEORY OF FIRST-ORDER PREDICATE LOGIC Hugo Herberlin, SunYoung Kim, and Gyesik Lee Abstract. This paper introduces a representation style of variable binding using dependent typ

J. Korean Math. Soc. FORMALIZING THE META-THEORY OF FIRST-ORDER PREDICATE LOGIC Hugo Herberlin, SunYoung Kim, and Gyesik Lee Abstract. This paper introduces a representation style of variable binding using dependent typ

DocID: 1v7hr - View Document