Mathematical Cryptology
The notes for the course MAT-52606 Mathematical Cryptology at TUT Finlandia. They contain the central mathematical background needed for understanding modern data encryption methods, and introduce applications in cryptography and various protocols.
Tag(s): Cryptography Number Theory
Publication date: 01 Jan 2014
ISBN-10: n/a
ISBN-13: n/a
Paperback: 138 pages
Views: 9,707
Type: Lecture Notes
Publisher: n/a
License: n/a
Post time: 24 Jul 2016 06:01:03
Mathematical Cryptology
The notes for the course MAT-52606 Mathematical Cryptology at TUT Finlandia. They contain the central mathematical background needed for understanding modern data encryption methods, and introduce applications in cryptography and various protocols.
Publication date: 01 Jan 2014
ISBN-10: n/a
ISBN-13: n/a
Paperback: 138 pages
Views: 9,707
Document Type: Lecture Notes
Publisher: n/a
License: n/a
Post time: 24 Jul 2016 06:01:03
Keijo Ruohonen wrote:These lecture notes were translated from the Finnish lecture notes for the TUT course "Matemaattinen kryptologia". The laborious bulk translation was taken care of by the students Jussi Kangas (visiting from the University of Tampere) and Paul Coughlan (visiting from the University of Dublin, Trinity College). I want to thank the translation team for their effort.
The notes form the base text for the course "MAT-52606 Mathematical Cryptology". They contain the central mathematical background needed for understanding modern data encryption methods, and introduce applications in cryptography and various protocols.
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About The Author(s)
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Keijo Ruohonen is a retired professor of mathematics at Tiampereen Teknillinen Ylopisto. His main field of research is in computability theory, algorithmics and formal languages, lately especially in continuous-time computation and group-theoretic algorithms.
Keijo Ruohonen is a retired professor of mathematics at Tiampereen Teknillinen Ylopisto. His main field of research is in computability theory, algorithmics and formal languages, lately especially in continuous-time computation and group-theoretic algorithms.