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Home > Art, Film & Photography > Algebra Abstrata: Teorema Fundamental Da Algebra, Anel de Polinomios, Elemento Neutro, Permutacao, Elemento Inverso, Extensao de Grupo
Algebra Abstrata: Teorema Fundamental Da Algebra, Anel de Polinomios, Elemento Neutro, Permutacao, Elemento Inverso, Extensao de Grupo

Algebra Abstrata: Teorema Fundamental Da Algebra, Anel de Polinomios, Elemento Neutro, Permutacao, Elemento Inverso, Extensao de Grupo


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About the Book

Fonte: Wikipedia. Paginas: 24. Capitulos: Teorema fundamental da algebra, Anel de polinomios, Elemento neutro, Permutacao, Elemento inverso, Extensao de grupo, Semigrupo inverso, Estrutura algebrica, Grupo compacto, Relacao, Rede de spin, Representacao de grupo, Unital, Divisor de zero, Independencia algebrica, Carater, Carater de Harish-Chandra, Algebra envelopante, Teoria do carater, Algebra diferencial, Anel com identidade, Grupo totalmente ordenado, Produto tensorial, Grupo fuchsiano, Anel local, Unidade, Espectro de um anel, Idempotencia, Teoria da representacao, Nilpotente, Corpo numerico algebrico, Permutacao circular, Anel de inteiros, Representacao real, Teorema de Peter-Weyl, Representacao quaternionica, Anel comutativo, Algebra estrela, Algebra de von Neumann, Anti-homomorfismo, Algebra abeliana de von Neumann. Excerto: Em matematica, o teorema fundamental da algebra afirma que qualquer polinomio p (z) com coeficientes complexos de uma variavel e de grau n 1 tem alguma raiz complexa. Por outras palavras, o corpo dos numeros complexos e algebricamente fechado e, portanto, tal como com qualquer outro corpo algebricamente fechado, a equacao p (z) = 0 n solucoes nao necessariamente distintas. Peter Rothe, no seu livro Arithmetica Philosophica publicado em 1608, escreveu que uma equacao polinomial de grau com coeficientes reais pode ter solucoes. Albert Girard no seu livro L'invention nouvelle en l'Algebre publicado em 1629, afirmou que uma equacao polinomial de grau tem solucoes, mas nao disse que tais solucoes eram necessariamente complexos. Alem disso, ele disse que a sua afirmacao era valida -a menos que a equacao seja incompleta-, querendo dizer com isto que nenhum coeficiente e igual a . No entanto, quando ele explica em detalhe o que quer dizer, torna-se claro que, de fato, ele acredita que a afirmacao dele e valida em todos os casos. Por exemplo, ele mostra que a equacao: embora incompleta, tem quatro solucoes: .Em 1637, Descartes escreve em La g...


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Product Details
  • ISBN-13: 9781232540151
  • Publisher: Books LLC, Wiki Series
  • Publisher Imprint: Books LLC, Wiki Series
  • Height: 246 mm
  • No of Pages: 26
  • Spine Width: 1 mm
  • Weight: 68 gr
  • ISBN-10: 1232540153
  • Publisher Date: 26 Jun 2011
  • Binding: Paperback
  • Language: Portuguese
  • Returnable: N
  • Sub Title: Teorema Fundamental Da Algebra, Anel de Polinomios, Elemento Neutro, Permutacao, Elemento Inverso, Extensao de Grupo
  • Width: 189 mm


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