Listar Publicaciones Científicas Control y Sistemas Dinámicos por autor "Guevara Hernández, María de los Angeles"

Mostrando ítems 1-4 de 4

    • Construcción de familias infinitas de nudos no alternantes con alt (K)=1 

      Guevara Hernández, María de los Angeles (2013)
      "Buscando extender propiedades particulares de los nudos alternantes se han hecho generalizaciones del concepto. En [8] Kawauchi introdujo el número de alternancia de un enlace L y se denota como alt(L), el cual mide que ...

    • Infinite families of hyperbolic prime knots with alternation number 1 and dealternating number n 

      Guevara Hernández, María de los Angeles (2017)
      "For each positive integer n we will construct a family of infinitely many hyperbolic prime knots with alternation number 1, dealternating number equal to n, braid index equal to n+3 and Turaev genus equal to n."

    • Non-alternating knots: alternation and dealternating numbers 

      Guevara Hernández, María de los Angeles (2017-08)
      "In this thesis we give formulae to obtain the HOMFLY-PT polynomial of certain oriented 3-tangles and links formed by the closure of them. Also we show formulae for the Conway-Alexander polynomial. We propose a construction ...

    • Systems of 3-braid equations 

      Guevara Hernández, María de los Angeles; Cabrera Ibarra, Hugo; Lizárraga Navarro, David Antonio (2014)
      "The tangle model is a useful topological tool in the study of the mechanism of action of certain enzymes on DNA molecules. In particular, the model proves helpful to determine the topological structure of the DNA molecules ...