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Mathematical Foundations for Signal Processing, Communications, and Networking
book

Mathematical Foundations for Signal Processing, Communications, and Networking

by Erchin Serpedin, Thomas Chen, Dinesh Rajan
December 2017
Intermediate to advanced
858 pages
21h 17m
English
CRC Press
Content preview from Mathematical Foundations for Signal Processing, Communications, and Networking

Index

addition principle, 159, 163

adjacency, 174

aggregated node-link formulation (AG), 635

algorithm for minimal spanning tree, 184

aliasing, 13

AM, 12

aperiodic, see period, aperiodic

approximation, 8

Arrow, 725, 726

average, 7

balance, 193

balanced incomplete block design, 191

Bruck-Chowla-Ryser Theorem, 194

covalency, 193

Fisher’s inequality, 194

incidence matrix, 194

simple, 194

baseband, 13

Bayesian equilibrium, 709

Benders decomposition (BD), 645

Benders decomposition algorithm, 645

Bessel equality, 11

bifurcated routing, 636

bijection, 5

binary program (BP), 648

binary relation, 174

Binet’s formula, 173

bipartite, 175

bipartite graph, 175

bisection method, 133

block, 192

repeated, 194

block design, 192

balance, 193

covalency, 193

frequency, ...

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Publisher Resources

ISBN: 9781439855140