This book collects, for the first time in one volume, contributions honoring Professor Raymond Smullyan's work on self-reference. It serves not only as a tribute to one of the great thinkers in logic, but also as a celebration of self-reference in general, to be enjoyed by all lovers of this field. Raymond Smullyan, mathematician, philosopher, musician and inventor of logic puzzles, made a lasting impact on the study of mathematical logic; accordingly, this book spans the many personalities through which Professor Smullyan operated, offering extensions and re-evaluations of his academic work on self-reference, applying self-referential logic to art and nature, and lastly, offering new puzzles designed to communicate otherwise esoteric concepts in mathematical logic, in the manner for which Professor Smullyan was so well known.
This book is suitable for students, scholars and logicians who are interested in learning more about Raymond Smullyan's work and life.| ISBN: | 9783319687315 |
| Publication date: | 22nd January 2018 |
| Author: | Melvin Fitting, Brian Rayman |
| Publisher: | Springer an imprint of Springer International Publishing |
| Format: | Hardback |
| Pagination: | 195 pages |
| Series: | Outstanding Contributions to Logic |
| Genres: |
Philosophy: logic Mathematical logic Mathematical foundations Mathematical theory of computation |
This book collects, for the first time in one volume, contributions honoring Professor Raymond Smullyan's work on self-reference. It serves not only as a tribute to one of the great thinkers in logic, but also as a celebration of self-reference in general, to be enjoyed by all lovers of this field.
Raymond Smullyan on Self Reference features in the following genres: Philosophy: logic, Mathematical logic, Mathematical foundations, Mathematical theory of computation
Hardback. Not Available.
Raymond Smullyan on Self Reference was written by Melvin Fitting, Brian Rayman and published by Springer an imprint of Springer International Publishing
Raymond Smullyan on Self Reference has 195 pages
Yes it is part of Outstanding Contributions to Logic series