Kraft, James S.,
An introduction to number theory with cryptography / James S. Kraft and Lawrence C. Washington. - Second edition. - 1 online resource (xvi, 194 pages)
"A CRC title, part of the Taylor & Francis imprint, a member of the Taylor & Francis Group, the academic division of T&F Informa plc."
chapter 1 Introduction / chapter 2 Divisibility / chapter 3 Linear Diophantine Equations / chapter 4 Unique Factorization / chapter 5 Applications of Unique Factorization / chapter 6 Congruences / chapter 7 Classical Cryptosystems / chapter 8 Fermat, Euler, and Wilson / chapter 9 RSA / chapter 10 Polynomial Congruences / chapter 11 Order and Primitive Roots / chapter 12 More Cryptographic Applications / chapter 13 Quadratic Reciprocity / chapter 14 Primality and Factorization / chapter 15 Geometry of Numbers / chapter 16 Arithmetic Functions / chapter 17 Continued Fractions / chapter 18 Gaussian Integers / chapter 19 Algebraic Integers / chapter 20 The Distribution of Primes / chapter 21 Epilogue: Fermat’s Last Theorem / James S. Kraft Lawrence C. Washington -- James S. Kraft Lawrence C. Washington -- James S. Kraft Lawrence C. Washington -- James S. Kraft Lawrence C. Washington -- James S. Kraft Lawrence C. Washington -- James S. Kraft Lawrence C. Washington -- James S. Kraft Lawrence C. Washington -- James S. Kraft Lawrence C. Washington -- James S. Kraft Lawrence C. Washington -- James S. Kraft Lawrence C. Washington -- James S. Kraft Lawrence C. Washington -- James S. Kraft Lawrence C. Washington -- James S. Kraft Lawrence C. Washington -- James S. Kraft Lawrence C. Washington -- James S. Kraft Lawrence C. Washington -- James S. Kraft Lawrence C. Washington -- James S. Kraft Lawrence C. Washington -- James S. Kraft Lawrence C. Washington -- James S. Kraft Lawrence C. Washington -- James S. Kraft Lawrence C. Washington -- James S. Kraft Lawrence C. Washington.
9781315161006 (e-book: PDF) 9781351664110
10.1201/9781351664110 doi
Cryptography.
Number theory.
QA241 / .K73 2018
512.7 / K892
An introduction to number theory with cryptography / James S. Kraft and Lawrence C. Washington. - Second edition. - 1 online resource (xvi, 194 pages)
"A CRC title, part of the Taylor & Francis imprint, a member of the Taylor & Francis Group, the academic division of T&F Informa plc."
chapter 1 Introduction / chapter 2 Divisibility / chapter 3 Linear Diophantine Equations / chapter 4 Unique Factorization / chapter 5 Applications of Unique Factorization / chapter 6 Congruences / chapter 7 Classical Cryptosystems / chapter 8 Fermat, Euler, and Wilson / chapter 9 RSA / chapter 10 Polynomial Congruences / chapter 11 Order and Primitive Roots / chapter 12 More Cryptographic Applications / chapter 13 Quadratic Reciprocity / chapter 14 Primality and Factorization / chapter 15 Geometry of Numbers / chapter 16 Arithmetic Functions / chapter 17 Continued Fractions / chapter 18 Gaussian Integers / chapter 19 Algebraic Integers / chapter 20 The Distribution of Primes / chapter 21 Epilogue: Fermat’s Last Theorem / James S. Kraft Lawrence C. Washington -- James S. Kraft Lawrence C. Washington -- James S. Kraft Lawrence C. Washington -- James S. Kraft Lawrence C. Washington -- James S. Kraft Lawrence C. Washington -- James S. Kraft Lawrence C. Washington -- James S. Kraft Lawrence C. Washington -- James S. Kraft Lawrence C. Washington -- James S. Kraft Lawrence C. Washington -- James S. Kraft Lawrence C. Washington -- James S. Kraft Lawrence C. Washington -- James S. Kraft Lawrence C. Washington -- James S. Kraft Lawrence C. Washington -- James S. Kraft Lawrence C. Washington -- James S. Kraft Lawrence C. Washington -- James S. Kraft Lawrence C. Washington -- James S. Kraft Lawrence C. Washington -- James S. Kraft Lawrence C. Washington -- James S. Kraft Lawrence C. Washington -- James S. Kraft Lawrence C. Washington -- James S. Kraft Lawrence C. Washington.
9781315161006 (e-book: PDF) 9781351664110
10.1201/9781351664110 doi
Cryptography.
Number theory.
QA241 / .K73 2018
512.7 / K892