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Home > Art, Film & Photography > Teoremas de Teoria de Numeros: Pequeno Teorema de Fermat, Teorema del Numero Pentagonal, Teorema de Dirichlet, Teorema de Euler
Teoremas de Teoria de Numeros: Pequeno Teorema de Fermat, Teorema del Numero Pentagonal, Teorema de Dirichlet, Teorema de Euler

Teoremas de Teoria de Numeros: Pequeno Teorema de Fermat, Teorema del Numero Pentagonal, Teorema de Dirichlet, Teorema de Euler


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About the Book

Fuente: Wikipedia. Paginas: 27. Capitulos: Pequeno teorema de Fermat, Teorema del numero pentagonal, Teorema de Dirichlet, Teorema de Euler, Serie de los inversos de los numeros primos, Teorema fundamental de la aritmetica, Ultimo teorema de Fermat, Teorema de Ribet, Demostraciones del pequeno teorema de Fermat, Teorema de Wilson, Lema fundamental de teoria de cribas, Teorema de Euclides, Teorema de los numeros primos, Criba de Brun, Teorema de Fermat sobre la suma de dos cuadrados, Teorema chino del resto, Teorema de congruencia lineal, Teorema de Taniyama-Shimura, Teorema de Mills, Teorema de Herbrand-Ribet, Lema de Euclides, Teorema de Gelfond-Schneider, Teorema de Bombieri-Vinogradov, Teorema de Proth, Teorema de los cuatro cuadrados, Teorema del numero poligonal de Fermat, Teorema de Vinogradov, Criterio de Euler, Teorema de Ostrowski, Teorema de Lucas, Teorema de Carmichael, Teorema de Lochs, Teoremas de Mertens, Postulado de Bertrand, Conjetura de Catalan, Teorema de Wolstenholme. Extracto: El pequeno teorema de Fermat es uno de los teoremas clasicos de teoria de numeros relacionado con la divisibilidad. Se formula de la siguiente manera: Aunque son equivalentes, el teorema suele ser presentado de esta otra forma: Esto quiere decir que, si se eleva un numero a a la p-esima potencia y al resultado se le resta a, lo que queda es divisible por p (vease aritmetica modular). Su interes principal esta en su aplicacion al problema de la primalidad y en criptografia. Este teorema no tiene nada que ver con el legendario ultimo teorema de Fermat, que fue solo una conjetura durante 350 anos y finalmente fue demostrado por Andrew Wiles en 1995. La civilizacion china parece que fue la primera cultura en estar interesada en la aritmetica modular. Existe una hipotesis, documentada por Joseph Needham, segun la cual los numeros de la forma 2 2 fueron estudiados por esta civilizacion. Asi pues, matematicos chinos formularon la hipotesis (a veces conocida como hipotesis c...


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Product Details
  • ISBN-13: 9781231740545
  • Publisher: Books LLC, Wiki Series
  • Publisher Imprint: Books LLC, Wiki Series
  • Height: 246 mm
  • No of Pages: 28
  • Spine Width: 2 mm
  • Weight: 68 gr
  • ISBN-10: 123174054X
  • Publisher Date: 27 May 2011
  • Binding: Paperback
  • Language: Spanish
  • Returnable: N
  • Sub Title: Pequeno Teorema de Fermat, Teorema del Numero Pentagonal, Teorema de Dirichlet, Teorema de Euler
  • Width: 189 mm


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