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Quintic Irreducible Binary Goppa Codes of Length 32.97836591136
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Item specifics
- Condition
- PublishedOn
- 2012-05-10
- Title
- Quintic Irreducible Binary Goppa Codes of Length 32
- ISBN
- 9783659113697
- Publication Year
- 2012
- Type
- Textbook
- Format
- Paperback
- Language
- English
- Publication Name
- Quintic Irreducible Binary Goppa Codes of Length 32
- Item Height
- 229mm
- Publisher
- LAP
- Item Width
- 152mm
- Subject
- Mathematics
- Item Weight
- 91g
- Number of Pages
- 52 Pages
About this product
Product Information
Goppa codes are a class of linear codes and have a well defined algebraic structure. They are considered to be very close to random codes and form the basis of the Mc Eliece public key cryptosystem. Their true minimum distance and dimension are still not known. Neither do we know which choices of Goppa polynomials give rise to codes with better minimum distance. In this book we give an exact count of quintic irreducible Goppa codes of length 32 and their extended versions. We also present an instance of the problem of true minimum distance and choice of a Goppa polynomial. Apart from this, we give an example to show that the well known sufficient condition for two Goppa codes to be equivalent is not a necessary condition. We point out that it is possible to get such an example from among the degenerate codes but we show that the example we give is taken from the non-degenerate codes. We then give a count of degenerate and non degenerate codes.
Product Identifiers
Publisher
LAP
ISBN-13
9783659113697
eBay Product ID (ePID)
138754933
Product Key Features
Publication Name
Quintic Irreducible Binary Goppa Codes of Length 32
Format
Paperback
Language
English
Subject
Mathematics
Publication Year
2012
Type
Textbook
Number of Pages
52 Pages
Dimensions
Item Height
229mm
Item Width
152mm
Item Weight
91g
Additional Product Features
Country/Region of Manufacture
Germany
Item description from the seller
Business seller information
WRAP Ltd.
Mubin Ahmed
Unit 4
119 Loverock Road
Reading
Berkshire
RG30 1DZ
United Kingdom
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- GB 724498118
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- 03800600
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