Matches in SemOpenAlex for { <https://semopenalex.org/work/W2094769250> ?p ?o ?g. }
- W2094769250 endingPage "3377" @default.
- W2094769250 startingPage "3351" @default.
- W2094769250 abstract "The asymptotic equivalence of systems of two ordinary first-order linear differential equations with complex independent variable and a small parameter at the derivatives is analyzed in the case of arbitrary numbers and multiplicities of turning points and singular points. The set of all the transformation matrices realizing the equivalence is described and a recursive procedure for constructing these matrices is developed. By persistently using the determinant properties of the transformation matrices, the number of integration operations at each step of this procedure is halved compared with the algorithms known before. The theory is specialized to the case of time-independent one-dimensional Schrödinger equations with singular potentials. Some generalizations to multichannel Schrödinger equations are also presented." @default.
- W2094769250 created "2016-06-24" @default.
- W2094769250 creator A5041196265 @default.
- W2094769250 creator A5043386489 @default.
- W2094769250 creator A5081837226 @default.
- W2094769250 date "1993-08-01" @default.
- W2094769250 modified "2023-09-23" @default.
- W2094769250 title "Asymptotic (semiclassical) equivalence for Schrödinger equations with singular potentials and for related systems of two first-order equations" @default.
- W2094769250 cites W1965982178 @default.
- W2094769250 cites W1966430516 @default.
- W2094769250 cites W1970266146 @default.
- W2094769250 cites W1973997098 @default.
- W2094769250 cites W1978369565 @default.
- W2094769250 cites W1978398131 @default.
- W2094769250 cites W1981921765 @default.
- W2094769250 cites W1982571890 @default.
- W2094769250 cites W1982653397 @default.
- W2094769250 cites W1984582515 @default.
- W2094769250 cites W1989477024 @default.
- W2094769250 cites W1989680330 @default.
- W2094769250 cites W1992433872 @default.
- W2094769250 cites W1999344008 @default.
- W2094769250 cites W2001661873 @default.
- W2094769250 cites W2003419789 @default.
- W2094769250 cites W2005941494 @default.
- W2094769250 cites W2011508391 @default.
- W2094769250 cites W2012578434 @default.
- W2094769250 cites W2018645953 @default.
- W2094769250 cites W2021493718 @default.
- W2094769250 cites W2025357349 @default.
- W2094769250 cites W2026069823 @default.
- W2094769250 cites W2026980712 @default.
- W2094769250 cites W2035553240 @default.
- W2094769250 cites W2036149198 @default.
- W2094769250 cites W2039875887 @default.
- W2094769250 cites W2042032757 @default.
- W2094769250 cites W2043138032 @default.
- W2094769250 cites W2045361499 @default.
- W2094769250 cites W2046802710 @default.
- W2094769250 cites W2048799222 @default.
- W2094769250 cites W2050796445 @default.
- W2094769250 cites W2060304390 @default.
- W2094769250 cites W2061854142 @default.
- W2094769250 cites W2067710143 @default.
- W2094769250 cites W2081474262 @default.
- W2094769250 cites W2086846503 @default.
- W2094769250 cites W2112357856 @default.
- W2094769250 cites W2122885064 @default.
- W2094769250 cites W2139098550 @default.
- W2094769250 cites W2140096553 @default.
- W2094769250 cites W2163005527 @default.
- W2094769250 cites W2169525485 @default.
- W2094769250 cites W2334967186 @default.
- W2094769250 cites W4246774385 @default.
- W2094769250 doi "https://doi.org/10.1063/1.530081" @default.
- W2094769250 hasPublicationYear "1993" @default.
- W2094769250 type Work @default.
- W2094769250 sameAs 2094769250 @default.
- W2094769250 citedByCount "6" @default.
- W2094769250 crossrefType "journal-article" @default.
- W2094769250 hasAuthorship W2094769250A5041196265 @default.
- W2094769250 hasAuthorship W2094769250A5043386489 @default.
- W2094769250 hasAuthorship W2094769250A5081837226 @default.
- W2094769250 hasConcept C104317684 @default.
- W2094769250 hasConcept C121332964 @default.
- W2094769250 hasConcept C134306372 @default.
- W2094769250 hasConcept C135909967 @default.
- W2094769250 hasConcept C170036204 @default.
- W2094769250 hasConcept C185592680 @default.
- W2094769250 hasConcept C200602138 @default.
- W2094769250 hasConcept C202444582 @default.
- W2094769250 hasConcept C204241405 @default.
- W2094769250 hasConcept C2780069185 @default.
- W2094769250 hasConcept C28826006 @default.
- W2094769250 hasConcept C33923547 @default.
- W2094769250 hasConcept C51544822 @default.
- W2094769250 hasConcept C535169671 @default.
- W2094769250 hasConcept C55493867 @default.
- W2094769250 hasConcept C62520636 @default.
- W2094769250 hasConcept C63036615 @default.
- W2094769250 hasConcept C78045399 @default.
- W2094769250 hasConcept C84114770 @default.
- W2094769250 hasConceptScore W2094769250C104317684 @default.
- W2094769250 hasConceptScore W2094769250C121332964 @default.
- W2094769250 hasConceptScore W2094769250C134306372 @default.
- W2094769250 hasConceptScore W2094769250C135909967 @default.
- W2094769250 hasConceptScore W2094769250C170036204 @default.
- W2094769250 hasConceptScore W2094769250C185592680 @default.
- W2094769250 hasConceptScore W2094769250C200602138 @default.
- W2094769250 hasConceptScore W2094769250C202444582 @default.
- W2094769250 hasConceptScore W2094769250C204241405 @default.
- W2094769250 hasConceptScore W2094769250C2780069185 @default.
- W2094769250 hasConceptScore W2094769250C28826006 @default.
- W2094769250 hasConceptScore W2094769250C33923547 @default.
- W2094769250 hasConceptScore W2094769250C51544822 @default.
- W2094769250 hasConceptScore W2094769250C535169671 @default.
- W2094769250 hasConceptScore W2094769250C55493867 @default.
- W2094769250 hasConceptScore W2094769250C62520636 @default.