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Algebraic Codes on Lines, Planes, and Curves: An Engineering Approach
Algebraic Codes on Lines, Planes, and Curves: An Engineering Approach
Richard Blahut
1st Edition
ISBN #9780511388606
200 Questions
0 Students Work From this Textbook
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Chapters
1
Sequences and the One-Dimensional Fourier Transform
0 sections
18 questions
2
The Fourier Transform and Cyclic Codes
0 sections
30 questions
3
The Many Decoding Algorithms for Reed–Solomon Codes
0 sections
13 questions
4
Within or Beyond the Packing Radius
0 sections
15 questions
5
Arrays and the Two-Dimensional Fourier Transform
0 sections
12 questions
6
The Fourier Transform and Bicyclic Codes
0 sections
17 questions
7
Arrays and the Algebra of Bivariate Polynomials
0 sections
22 questions
8
Computation of Minimal Bases
0 sections
13 questions
9
Curves, Surfaces, and Vector Spaces
0 sections
22 questions
10
Codes on Curves and Surfaces
0 sections
16 questions
11
Other Representations of Codes on Curves
0 sections
12 questions
12
The Many Decoding Algorithms for Codes on Curves
0 sections
10 questions
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