Versatility of Integrability
portes grátis
Versatility of Integrability
In Memory of Igor Krichever
Iwaniec, Henryk; Bershtein, Mikhail
American Mathematical Society
02/2026
284
Mole
Inglês
9781470475260
Pré-lançamento - envio 15 a 20 dias após a sua edição
Descrição não disponível.
Chapters;
Chapter 1. Sieve questions;
Chapter 2. Elementary considerations on arithmetic functions;
Chapter 3. Bombieri's sieve;
Chapter 4. Sieve of Eratosthenes-Legendre;
Chapter 5. Sieve principles and terminology;
Chapter 6. Brun's sieve-The big bang;
Chapter 7. Selberg's sieve-Kvadrater er positive;
Chapter 8. Sieving by many residue classes;
Chapter 9. The large sieve;
Chapter 10. Molecular structure of sieve weights;
Chapter 11. The beta-sieve;
Chapter 12. The linear sieve;
Chapter 13. Applications to linear sequences;
Chapter 14. The semi-linear sieve;
Chapter 15. Applications-Choice but not prime;
Chapter 16. Asymptotic sieve and the parity principle;
Chapter 17. Combinatorial identities;
Chapter 18. Asymptotic sieve for primes;
Chapter 19. Equidistribution of quadratic roots;
Chapter 20. Marching over Gaussian primes;
Chapter 21. Primes represented by polynomials;
Chapter 22. Level of distribution of arithmetic sequences;
Chapter 23. Primes in short intervals;
Chapter 24. The least prime in an arithmetic progression;
Chapter 25. Almost-prime sieve; Appendix A. Mean values of arithmetic functions; Appendix B. Differential-difference equations
Chapter 1. Sieve questions;
Chapter 2. Elementary considerations on arithmetic functions;
Chapter 3. Bombieri's sieve;
Chapter 4. Sieve of Eratosthenes-Legendre;
Chapter 5. Sieve principles and terminology;
Chapter 6. Brun's sieve-The big bang;
Chapter 7. Selberg's sieve-Kvadrater er positive;
Chapter 8. Sieving by many residue classes;
Chapter 9. The large sieve;
Chapter 10. Molecular structure of sieve weights;
Chapter 11. The beta-sieve;
Chapter 12. The linear sieve;
Chapter 13. Applications to linear sequences;
Chapter 14. The semi-linear sieve;
Chapter 15. Applications-Choice but not prime;
Chapter 16. Asymptotic sieve and the parity principle;
Chapter 17. Combinatorial identities;
Chapter 18. Asymptotic sieve for primes;
Chapter 19. Equidistribution of quadratic roots;
Chapter 20. Marching over Gaussian primes;
Chapter 21. Primes represented by polynomials;
Chapter 22. Level of distribution of arithmetic sequences;
Chapter 23. Primes in short intervals;
Chapter 24. The least prime in an arithmetic progression;
Chapter 25. Almost-prime sieve; Appendix A. Mean values of arithmetic functions; Appendix B. Differential-difference equations
Este título pertence ao(s) assunto(s) indicados(s). Para ver outros títulos clique no assunto desejado.
Chapters;
Chapter 1. Sieve questions;
Chapter 2. Elementary considerations on arithmetic functions;
Chapter 3. Bombieri's sieve;
Chapter 4. Sieve of Eratosthenes-Legendre;
Chapter 5. Sieve principles and terminology;
Chapter 6. Brun's sieve-The big bang;
Chapter 7. Selberg's sieve-Kvadrater er positive;
Chapter 8. Sieving by many residue classes;
Chapter 9. The large sieve;
Chapter 10. Molecular structure of sieve weights;
Chapter 11. The beta-sieve;
Chapter 12. The linear sieve;
Chapter 13. Applications to linear sequences;
Chapter 14. The semi-linear sieve;
Chapter 15. Applications-Choice but not prime;
Chapter 16. Asymptotic sieve and the parity principle;
Chapter 17. Combinatorial identities;
Chapter 18. Asymptotic sieve for primes;
Chapter 19. Equidistribution of quadratic roots;
Chapter 20. Marching over Gaussian primes;
Chapter 21. Primes represented by polynomials;
Chapter 22. Level of distribution of arithmetic sequences;
Chapter 23. Primes in short intervals;
Chapter 24. The least prime in an arithmetic progression;
Chapter 25. Almost-prime sieve; Appendix A. Mean values of arithmetic functions; Appendix B. Differential-difference equations
Chapter 1. Sieve questions;
Chapter 2. Elementary considerations on arithmetic functions;
Chapter 3. Bombieri's sieve;
Chapter 4. Sieve of Eratosthenes-Legendre;
Chapter 5. Sieve principles and terminology;
Chapter 6. Brun's sieve-The big bang;
Chapter 7. Selberg's sieve-Kvadrater er positive;
Chapter 8. Sieving by many residue classes;
Chapter 9. The large sieve;
Chapter 10. Molecular structure of sieve weights;
Chapter 11. The beta-sieve;
Chapter 12. The linear sieve;
Chapter 13. Applications to linear sequences;
Chapter 14. The semi-linear sieve;
Chapter 15. Applications-Choice but not prime;
Chapter 16. Asymptotic sieve and the parity principle;
Chapter 17. Combinatorial identities;
Chapter 18. Asymptotic sieve for primes;
Chapter 19. Equidistribution of quadratic roots;
Chapter 20. Marching over Gaussian primes;
Chapter 21. Primes represented by polynomials;
Chapter 22. Level of distribution of arithmetic sequences;
Chapter 23. Primes in short intervals;
Chapter 24. The least prime in an arithmetic progression;
Chapter 25. Almost-prime sieve; Appendix A. Mean values of arithmetic functions; Appendix B. Differential-difference equations
Este título pertence ao(s) assunto(s) indicados(s). Para ver outros títulos clique no assunto desejado.
