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Graph Transformation, Specifications, and Nets: In Memory of Hartmut Ehrig by Re

Description: Graph Transformation, Specifications, and Nets by Reiko Heckel, Gabriele Taentzer This volume pays tribute to the scientific achievements of Hartmut Ehrig, who passed away in March 2016.The contributions represent a selection from a symposium, held in October 2016 at TU Berlin, commemorating Hartmut s life and work as well as other invited papers in the areas he was active in. FORMAT Paperback LANGUAGE English CONDITION Brand New Publisher Description This volume pays tribute to the scientific achievements of Hartmut Ehrig, who passed away in March 2016.The contributions represent a selection from a symposium, held in October 2016 at TU Berlin, commemorating Hartmut s life and work as well as other invited papers in the areas he was active in. These areas include Graph Transformation, Model Transformation, Concurrency Theory, in particular Petri Nets, Algebraic Specification, and Category Theory in Computer Science. Back Cover This volume pays tribute to the scientific achievements of Hartmut Ehrig, who passed away in March 2016. The contributions represent a selection from a symposium, held in October 2016 at TU Berlin, commemorating Hartmut s life and work as well as other invited papers in the areas he was active in. These areas include Graph Transformation, Model Transformation, Concurrency Theory, in particular Petri Nets, Algebraic Specification, and Category Theory in Computer Science. Table of Contents On the Essence of Parallel Independence for the Double-Pushout and Sesqui-Pushout Approaches.- Integration of graph constraints into graph grammars.- Multi-view Consistency in UML.- A Simple Notion of Parallel Graph Transformation and its Perspectives.- A Tutorial on Graph Transformation.- Initial Conflicts and Dependencies: Critical Pairs Revisited.- Towards a Navigational Logic for Graphical Structures.- Model Transformations as Free Constructions.- The Verigraph Tool for Graph Transformation.- Decomposition Structures for Soft Constraint Evaluation Problems: an Algebraic Approach.- Overview of Recon gurable Petri Nets.- The Category "Undirected Graph".- Modular Termination of Graph Transformation.- Graph Attribution through Sub-Graphs.- On normal forms for structured speci cations with generating constraints.- Towards the Automated Generation of Consistent, Diverse, Scalable and Realistic Graph Models.- Graph Operations and Free Graph Algebras. Feature High quality selected papers Algebraic approach to graph transformation The double-pushout approach Details ISBN3319753959 Publisher Springer International Publishing AG Year 2018 Edition 1st ISBN-10 3319753959 ISBN-13 9783319753959 Format Paperback Imprint Springer International Publishing AG Subtitle In Memory of Hartmut Ehrig Place of Publication Cham Country of Publication Switzerland Edited by Gabriele Taentzer Pages 333 Illustrations 106 Illustrations, black and white; XIV, 333 p. 106 illus. Publication Date 2018-02-07 DEWEY 004.0151 Short Title Graph Transformation, Specifications, and Nets Language English Series Number 10800 UK Release Date 2018-02-07 Author Gabriele Taentzer Edition Description 1st ed. 2018 Audience Postgraduate, Research & Scholarly Series Theoretical Computer Science and General Issues We've got this At The Nile, if you're looking for it, we've got it. With fast shipping, low prices, friendly service and well over a million items - you're bound to find what you want, at a price you'll love! TheNile_Item_ID:130678731;

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Graph Transformation, Specifications, and Nets: In Memory of Hartmut Ehrig by Re

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ISBN-13: 9783319753959

Book Title: Graph Transformation, Specifications, and Nets

Item Height: 235 mm

Item Width: 155 mm

Author: Gabriele Taentzer, Reiko Heckel

Publication Name: Graph Transformation, Specifications, and Nets: in Memory of Hartmut Ehrig

Format: Paperback

Language: English

Publisher: Springer International Publishing Ag

Subject: Computer Science

Publication Year: 2018

Type: Textbook

Item Weight: 534 g

Number of Pages: 333 Pages

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