Number Theory in Science and Communication: With Applications in Cryptography, Physics, Digital Information, Computing, and Self-similarity |
Contents
A Few Fundamentals | 1 |
The Prime Distribution | 40 |
Some Simple Applications | 55 |
Copyright | |
29 other sections not shown
Other editions - View all
Number Theory in Science and Communication: With Applications in ... Manfred R. Schroeder Limited preview - 2013 |
Number Theory in Science and Communication: With Applications in ... Manfred R. Schroeder No preview available - 1990 |
Common terms and phrases
acoustics algorithm applications array binary calculate Cantor set Chap Check codes coefficients composite concert hall congruence construction continued fraction convolution coprime correlation corresponding course decimal decrypting defined diffraction digits Diophantine equation divide divisible divisor function divisors E. M. Wright equal Euler example exponent fact Fermat primes Fibonacci Fibonacci numbers formula Fourier transform fractal frequency function G. H. Hardy Galois sequence Gauss geometric Golden ratio Hausdorff dimension integers inverse knapsack linear m₁ Math mathematical Mersenne primes Möbius Möbius transform modulo multiplication notation number field number theory number-theoretic obtain partitions peak factor period length permutation prime factors primitive polynomials primitive root problem properties public-key encryption rabbit sequence radar random recursion remainder residue system result Sect self-similar solution square strong pseudoprimes theorem Theory of Numbers waveforms Zech logarithm zero