. "P(GA102/01/0608), P(LA 065), P(ME 698), Z(AV0Z1075907)" . "Many algorithms are solving the problem of 1-D factorization. One of them was used and generalized to 2-D. This simple step brings new different difficulties up. Nevertheless, by no means could be the matter of 2-D factorization announced as completely investigated. Just a case with explicitly defined causality in both variables is offered in this paper. The numerical implementation of the algorithm below is the matter of ongoing labor."@en . . "Univerzita Pardubice" . "2-D polynomials; 2-D qudratic optimization; symetric factorization"@en . . . . "RIV/68407700:21230/04:03098918!RIV/2005/GA0/212305/N" . "Je\u017Eek, J." . "1"^^ . "Nen\u00ED k dispozici"@cs . . . . "80-7194-662-1" . "Pardubice" . "Zezula, Pavel" . "2004-06-08+02:00"^^ . . . "Factorization of 2-D Polynomials" . "2"^^ . . . . "Nen\u00ED k dispozici"@cs . . . . . "Nen\u00ED k dispozici"@cs . "564041" . "Factorization of 2-D Polynomials" . "21230" . . . "Kouty nad Desnou" . "1"^^ . "Factorization of 2-D Polynomials"@en . "[EBB4F5A76613]" . "Many algorithms are solving the problem of 1-D factorization. One of them was used and generalized to 2-D. This simple step brings new different difficulties up. Nevertheless, by no means could be the matter of 2-D factorization announced as completely investigated. Just a case with explicitly defined causality in both variables is offered in this paper. The numerical implementation of the algorithm below is the matter of ongoing labor." . "109 ; 109" . "RIV/68407700:21230/04:03098918" . . "Proceedings of the 6th International Scientific-Technical Conference on Process COntrol (\u0158\u00EDp 2004)" . "Factorization of 2-D Polynomials"@en .