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  • Using a direct procedure of calculation of zero-curvature representations (ZCR), we find a previously unknown hyperbolic equation which possesses an sl2-valued ZCR. This ZCR admits no parameters and is not reducible to a proper subalgebra of sl2. Translated from Fundamental'naya i Prikladnaya Matematika (Fundamental and Applied Mathematics), Vol. 10, No. 1, Geometry of Integrable Models, 2004.
  • Using a direct procedure of calculation of zero-curvature representations (ZCR), we find a previously unknown hyperbolic equation which possesses an sl2-valued ZCR. This ZCR admits no parameters and is not reducible to a proper subalgebra of sl2. Translated from Fundamental'naya i Prikladnaya Matematika (Fundamental and Applied Mathematics), Vol. 10, No. 1, Geometry of Integrable Models, 2004. (en)
  • S použitím přímé metody výpočtu reprezentace nulové křivosti jsme našli dříve neznámou hyperbolickou rovnici pseudo-sférického typu. Nalezená reprezentace nulové křivosti nepřipouští závislost na parametru a není reducibilní vzhledem k vlastní podalgebře $sl_2$. (cs)
Title
  • A new hyperbolic equation possessing a zero curvature representation
  • Nová hyperbolická rovnice pseudo-sférického typu (cs)
  • A new hyperbolic equation possessing a zero curvature representation (en)
skos:prefLabel
  • A new hyperbolic equation possessing a zero curvature representation
  • Nová hyperbolická rovnice pseudo-sférického typu (cs)
  • A new hyperbolic equation possessing a zero curvature representation (en)
skos:notation
  • RIV/47813059:19610/06:#0000102!RIV07-MSM-19610___
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  • hyperbolic equation; zero curvate (en)
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