On the Foundation of Computing offers a comprehensive and critical overview of the birth and evolution of computing, and analyses some of the most important technical results and philosophical problems of the discipline, combining both historical and systematic analyses.
On the Foundation of Computing offers a comprehensive and critical overview of the birth and evolution of computing, and analyses some of the most important technical results and philosophical problems of the discipline, combining both historical and systematic analyses.Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
Giuseppe Primiero is Associate Professor of Logic at the Department of Philosophy, University of Milan (Italy). He acts as President of the DHST Commission for the History and Philosophy of Computing (HaPoC) and Secretary General of the Association Computability in Europe (CiE). His research interests are primarily in Logic and Computation, Philosophy of Computing and Information.
Inhaltsangabe
1: Introduction 2: A fundamental Crisis 3: Computing and Deciding 4: What is Computable? 5: Mechanical Computation 6: On the Nature of Algorithms 7: Computing as a Mathematical Discipline 8: The First Generation of Computers 9: The Laws of Evolution 10: Properties of Implemented Computations 11: Specification and Implementation 12: Computing as an Engineering Discipline 13: Elements of Experimental Computing 14: Models and Simulations 15: Formal Relations 16: Computing as an Experimental Discipline 17: Conclusions
1: Introduction 2: A fundamental Crisis 3: Computing and Deciding 4: What is Computable? 5: Mechanical Computation 6: On the Nature of Algorithms 7: Computing as a Mathematical Discipline 8: The First Generation of Computers 9: The Laws of Evolution 10: Properties of Implemented Computations 11: Specification and Implementation 12: Computing as an Engineering Discipline 13: Elements of Experimental Computing 14: Models and Simulations 15: Formal Relations 16: Computing as an Experimental Discipline 17: Conclusions
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