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  • This report describes our joint work on implementation of effective numerical routines for twovariable polynomial matrices in the MATHEMATICA software. New functions are connected to the already created program package, being developed at the Czech Technical University in Prague, which calculates onlywith polynomial matrices in one variable. As the first step, new polynomial object for 2-D polynomial matrix was created in the MATHEMATICA programming language. This was essential for good integration with the polynomial package mentioned above. Implementation of a bunch of efficient and reliable numerical routines followed.
  • This report describes our joint work on implementation of effective numerical routines for twovariable polynomial matrices in the MATHEMATICA software. New functions are connected to the already created program package, being developed at the Czech Technical University in Prague, which calculates onlywith polynomial matrices in one variable. As the first step, new polynomial object for 2-D polynomial matrix was created in the MATHEMATICA programming language. This was essential for good integration with the polynomial package mentioned above. Implementation of a bunch of efficient and reliable numerical routines followed. (en)
Title
  • Není k dispozici (cs)
  • Effective computations with 2-variable polynomial matrices in Mathematica
  • Effective computations with 2-variable polynomial matrices in Mathematica (en)
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  • Není k dispozici (cs)
  • Effective computations with 2-variable polynomial matrices in Mathematica
  • Effective computations with 2-variable polynomial matrices in Mathematica (en)
skos:notation
  • RIV/68407700:21230/04:03099087!RIV/2005/MSM/212305/N
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  • RIV/68407700:21230/04:03099087
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  • numerical routines; polynomial matrix; robust control; system Mathematica (en)
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  • Hromčík, Martin
  • Šebek, Michael
  • Kujan, Petr
  • Antoniou, E.
  • Karampetakis, N.
  • Vologiannidis, S.
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  • 21230
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