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Criterio de Sylvester

De Wikipedia, la enciclopedia libre

En matemáticas el criterio de Sylvester se refiere a varias condiciones para determinar si una matriz simétrica o hermitiana es definida positiva o semidefinida positiva.

Sea una matriz Hermitiana de orden , entonces:

Referencias

  1. Horn, Roger A. (2012). Matrix analysis (2nd ed edición). Cambridge University Press. ISBN 9781139776004. OCLC 817236655. Consultado el 6 de noviembre de 2019. 
Esta página se editó por última vez el 28 ene 2020 a las 12:40.
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