<--- Back to Details
First PageDocument Content
Software engineering / Software / Type theory / Programming language theory / Proof assistants / Functional languages / Formal methods / Logic in computer science / Formal verification / Dependent type / Agda / Coq
Date: 2015-11-12 17:02:31
Software engineering
Software
Type theory
Programming language theory
Proof assistants
Functional languages
Formal methods
Logic in computer science
Formal verification
Dependent type
Agda
Coq

bイオウウ・ャウL@SP@o」エッ「・イ@RPQU cost@PUUOQU decision sオ「ェ・」エZ@

Add to Reading List

Source URL: w3.cost.eu

Download Document from Source Website

File Size: 1,27 MB

Share Document on Facebook

Similar Documents

Description Logics  ILCS 2007 Introduction to Logic in Computer Science: Autumn 2007

Description Logics ILCS 2007 Introduction to Logic in Computer Science: Autumn 2007

DocID: 1xVOl - View Document

Deontic Logic in Computer Science Leon van der Torre & Jörg Hansen ESSLIAugust 2008

Deontic Logic in Computer Science Leon van der Torre & Jörg Hansen ESSLIAugust 2008

DocID: 1uHka - View Document

αKanren A Fresh Name in Nominal Logic Programming William E. Byrd and Daniel P. Friedman Department of Computer Science, Indiana University, Bloomington, IN 47408 {webyrd,dfried}@cs.indiana.edu

αKanren A Fresh Name in Nominal Logic Programming William E. Byrd and Daniel P. Friedman Department of Computer Science, Indiana University, Bloomington, IN 47408 {webyrd,dfried}@cs.indiana.edu

DocID: 1ux8H - View Document

23rd Annual IEEE Symposium on Logic in Computer Science  Winning regions of higher-order pushdown games∗ A. Carayol†  M. Hague‡

23rd Annual IEEE Symposium on Logic in Computer Science Winning regions of higher-order pushdown games∗ A. Carayol† M. Hague‡

DocID: 1uwn4 - View Document

Introduction to higher-order computation Nordic Logic School, Stockholm, 2017 Mart´ın H¨otzel Escard´o Theory Group, School of Computer Science University of Birmingham, UK

Introduction to higher-order computation Nordic Logic School, Stockholm, 2017 Mart´ın H¨otzel Escard´o Theory Group, School of Computer Science University of Birmingham, UK

DocID: 1ud4n - View Document