Matematicheskie Gipotezy - Otkrytye Matematicheskie Problemy, Problemy Gil Berta, Gipoteza Rimana, Problema 196, Gipoteza Puankare (Russian, Paperback)


Istochnik: Wikipedia. Stranitsy: 24. Glavy: Otkrytye matematicheskie problemy, Problemy Gil berta, Gipoteza Rimana, Problema 196, Gipoteza Puankare, Problema Gol dbakha, Ravenstvo klassov P i NP, Zadachi tysyacheletiya, Sovershennoe chislo, Druzhestvennye chisla, Gipoteza Khadvigera, Gipoteza Kollattsa, Gipoteza Borsuka, Gipoteza Bilya, Problema yakobiana, Problemy Smyei la, Gipoteza Ei lera, Ratsional nyi kuboid, Matritsa Adamara, Zadacha o peremeshchenii divana, Chisla Serpinskogo, Postoyannaya Ei lera - Maskeroni, Gipoteza Artina, Strannoe chislo, Gipoteza Shtrassena, Gipoteza Borelya, Slegka izbytochnye chisla, Gipoteza Brokarda, Gipoteza Poi a, Gipoteza Ramanudzhana, Gipoteza Khodzha, Normal noe chislo, Gipoteza Zarisskogo, Gipoteza Bercha i Svinnertona-Dai era, Gipoteza Minkovskogo, Gipoteza Polin yaka. Vyderzhka: Otkrytye (nereshe nnye) matematicheskie proble my - problemy, kotorye rassmatrivalis matematikami, no do sikh por ne resheny. Chasto imyeyut formu gipotez, kotorye predpolozhitel no verny, no nuzhdayut.sya v dokazatel stve. V nauchnom mire populyarna praktika sostavleniya izvestnymi uche nymi ili organizatsiyami spiskov otkrytykh problem, aktual nykh na tekushchii moment. V chastnosti, izvestnymi spiskami matematicheskikh problem yavlyayut.sya: So vremenem opublikovannye problemy iz takogo spiska mogut byt resheny i, takim obrazom, poteryat status otkrytykh. Naprimer, bol shinstvo iz problem Gil berta, predstavlennykh im v 1900 godu, na dannyi moment tak ili inache resheny. Mnogie nereshe nnye problemy (naprimer, problema Gol dbakha ili gipoteza Rimana) mogut byt pereformulirovany kak voprosy o razreshimosti diofantovykh uravnenii 4-i stepeni nekotorogo spetsial nogo vida, odnako takaya pereformulirovka obychno ne delaet problemu proshche vvidu ot.sut.stviya obshchego metoda resheniya diofantovykh uravnenii . gde - kolichestvo delitelyei chisla k, - postoyannaya Ei lera - Maskeroni, a mozhet byt vybrano ravnym Odnako, nyeizvestno, pri ...

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Istochnik: Wikipedia. Stranitsy: 24. Glavy: Otkrytye matematicheskie problemy, Problemy Gil berta, Gipoteza Rimana, Problema 196, Gipoteza Puankare, Problema Gol dbakha, Ravenstvo klassov P i NP, Zadachi tysyacheletiya, Sovershennoe chislo, Druzhestvennye chisla, Gipoteza Khadvigera, Gipoteza Kollattsa, Gipoteza Borsuka, Gipoteza Bilya, Problema yakobiana, Problemy Smyei la, Gipoteza Ei lera, Ratsional nyi kuboid, Matritsa Adamara, Zadacha o peremeshchenii divana, Chisla Serpinskogo, Postoyannaya Ei lera - Maskeroni, Gipoteza Artina, Strannoe chislo, Gipoteza Shtrassena, Gipoteza Borelya, Slegka izbytochnye chisla, Gipoteza Brokarda, Gipoteza Poi a, Gipoteza Ramanudzhana, Gipoteza Khodzha, Normal noe chislo, Gipoteza Zarisskogo, Gipoteza Bercha i Svinnertona-Dai era, Gipoteza Minkovskogo, Gipoteza Polin yaka. Vyderzhka: Otkrytye (nereshe nnye) matematicheskie proble my - problemy, kotorye rassmatrivalis matematikami, no do sikh por ne resheny. Chasto imyeyut formu gipotez, kotorye predpolozhitel no verny, no nuzhdayut.sya v dokazatel stve. V nauchnom mire populyarna praktika sostavleniya izvestnymi uche nymi ili organizatsiyami spiskov otkrytykh problem, aktual nykh na tekushchii moment. V chastnosti, izvestnymi spiskami matematicheskikh problem yavlyayut.sya: So vremenem opublikovannye problemy iz takogo spiska mogut byt resheny i, takim obrazom, poteryat status otkrytykh. Naprimer, bol shinstvo iz problem Gil berta, predstavlennykh im v 1900 godu, na dannyi moment tak ili inache resheny. Mnogie nereshe nnye problemy (naprimer, problema Gol dbakha ili gipoteza Rimana) mogut byt pereformulirovany kak voprosy o razreshimosti diofantovykh uravnenii 4-i stepeni nekotorogo spetsial nogo vida, odnako takaya pereformulirovka obychno ne delaet problemu proshche vvidu ot.sut.stviya obshchego metoda resheniya diofantovykh uravnenii . gde - kolichestvo delitelyei chisla k, - postoyannaya Ei lera - Maskeroni, a mozhet byt vybrano ravnym Odnako, nyeizvestno, pri ...

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Product Details

General

Imprint

Books LLC, Wiki Series

Country of origin

United States

Release date

September 2011

Availability

Supplier out of stock. If you add this item to your wish list we will let you know when it becomes available.

Authors

Dimensions

246 x 189 x 1mm (L x W x T)

Format

Paperback - Trade

Pages

26

ISBN-13

978-1-232-21656-8

Barcode

9781232216568

Languages

value

Categories

LSN

1-232-21656-9



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