Open Problems in Mathematics

Open Problems in Mathematics

Rassias, Michael Th.; Nash, Jr., John Forbes

Springer International Publishing AG

05/2018

543

Mole

Inglês

9783319812106

15 a 20 dias

8365

Descrição não disponível.
Preface (J.F. Nash, Jr., M.Th. Rassias).- Introduction (M. Gromov).- 1. P Versus NP (S. Aaronson).- 2. From Quantum Systems to L-Functions: Pair Correlation Statistics and Beyond (O. Barrett, F.W.K. Firk, S.J. Miller, C. Turnage-Butterbaugh).- 3. The Generalized Fermat Equation (M. Bennett, P. Mihailescu, S. Siksek).- 4. The Conjecture of Birch and Swinnerton-Dyer (J. Coates).- 5. An Essay on the Riemann Hypothesis (A. Connes).- 6. Navier Stokes Equations (P. Constantin).- 7. Plateau's Problem (J. Harrison, H. Pugh).- 8. The Unknotting Problem (L.H. Kauffman).- 9. How Can Cooperative Game Theory Be Made More Relevant to Econimics? (E. Maskin).- 10. The Erdos-Szekeres Problem (W. Morris, V. Soltan).- 11. Novikov's Conjecture (J. Rosenberg).- The Discrete Logarithm Problem (R. Schoof).- 13. Hadwiger's Conjecture (P. Seymour).- 14. The Hadwiger-Nelson Problem (A. Soifer).- 15. Erdos's Unit Distance Problem (E. Szemeredi).- 16. Goldbach's Conjectures (R.C. Vaughan).- 17. The Hodge Conjecture (C. Voisin).
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John Nash Jr. publication;open problems mathematics;generalized Fermat equation;quantum systems;Riemann hypothesis;Navier Stokes equations;Novikov's conjecture;Hadwiger's conjecture;partial differential equations