Characteristic Singular Integral Equations with SolutionS Having Singularities of Higher Order on the Real Axis
Under the appropriate hypotheses subject to the unknown function and the free term, by means of our Lemma, we prove the rationality of order at x = ∞ on two sides for the characteristic singular integral equations with solutions having singularities of higher order on the real axis X. We transform t...
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Published in | Wuhan University journal of natural sciences Vol. 14; no. 4; pp. 299 - 303 |
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Main Author | |
Format | Journal Article |
Language | English |
Published |
Heidelberg
Wuhan University
01.08.2009
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Abstract | Under the appropriate hypotheses subject to the unknown function and the free term, by means of our Lemma, we prove the rationality of order at x = ∞ on two sides for the characteristic singular integral equations with solutions having singularities of higher order on the real axis X. We transform the equations into solving equivalent Riemann boundary value problems with solutions having singularities of higher order and with additional conditions on X. The solutions and the solvable conditions for the former are obtained from the latter. |
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AbstractList | Under the appropriate hypotheses subject to the unknown function and the free term, by means of our Lemma, we prove the rationality of order at x = ∞ on two sides for the characteristic singular integral equations with solutions having singularities of higher order on the real axis X. We transform the equations into solving equivalent Riemann boundary value problems with solutions having singularities of higher order and with additional conditions on X. The solutions and the solvable conditions for the former are obtained from the latter. Under the appropriate hypotheses subject to the unknown function and the free term, by means of our Lemma, we prove the rationality of order at x = ∞ on two sides for the characteristic singular integral equations with solutions having singularities of higher order on the real axis X . We transform the equations into solving equivalent Riemann boundary value problems with solutions having singularities of higher order and with additional conditions on X . The solutions and the solvable conditions for the former are obtained from the latter. Under the appropriate hypotheses subject to the unknown function and the free term, by means of our Lemma, we prove the rationality of order at x =(infinity) on two sides for the characteristic singular integral equations with solutions having singularities of higher order on the real axis X. We transform the equations into solving equivalent Riemann boundary value problems with solutions having singularities of higher order and with additional conditions on X. The solutions and the solvable conditions for the former are obtained from the latter. |
Author | ZHONG Shouguo |
AuthorAffiliation | School of Mathematics and Statistics, Wuhan University,Wuhan 430072, Hubei, China |
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Keywords | solution with singularities of higher order characteristic singular integral equation real axis O 175.5 Riemann boundary value problem (RBVP) |
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Notes | solution with singularities of higher order characteristic singular integral equation Riemann boundary value problem (RBVP) TG54 characteristic singular integral equation; Riemann boundary value problem (RBVP); solution with singularities of higher order; real axis real axis 42-1405/N O175.5 ObjectType-Article-2 SourceType-Scholarly Journals-1 ObjectType-Feature-1 content type line 23 |
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References_xml | – reference: HuX.ZhongS.Characteristic Singular Integral Equations with Solutions of Order One on the Real Axis[J]J Wuhan Univ(Nat Sci Ed)200551120242136577 – reference: JiangH.The Direct Methad of Solution for Singular Integral Equations with Solutions Having Singularities of Order One[J]Journal of Mathematics (P.R.China)20072722222261125.45004 – reference: ZhongS.ZhaoX.Characteristic Singular Integral Equations in Solutions with Singularities of Higher Order (Part I) [J]J Wuhan Univ (Nat Sci Ed)19974355535590899.450031915825 – reference: ZhongS.ChenJ.Solution with Singularities of Order One for Singular Integral Equations with Hilbert Kernel[J]Wuhan University Journal of Natural Sciences2004916121070.4500410.1007/BF029127082065034 – reference: LuJ.Boundary Value Problems for Analytic Functions [M]1993SingaporeWorld Scientific – reference: ZhongS.On the System of Complete Singular Integral Equations with Solutions Having Singlarities of High Order in Closed Form[J]Complex Variables and Elliptic Equations20075210–119799921153.4500410.1080/174769307014666892374965 – reference: LuJ.ZhangG.On Singular Integral Equations with Solutions Having Singularties of Order One[J]J Wuhan Univ (Nat Sci Ed)19974332732800907.450011915227 – reference: ZhongS.A Lomma Being Generalized about Judging Hölder Condition[J]J Wuhan Univ (Nat Sci Ed)20004655235260974.30035 – reference: MyskhelishiviliN. I.Singular Integral Equations[M]1977LeydenNoodholf – reference: VekuaN. P.Systems of Singular Integral Equations and Some Boundary Value Problems[M]1967GroningenNoordholf – reference: ZhongS.Characteristic Singular Integral Equations with Singularity-One Solutions[C]Proceedings of Symposium on Hyper-Complex Analysis2008MacauUniversity of Macau97107 – reference: ZhongS.ZhaoX.Characteristic Singular Integral Equations in Solution with Singularities of Higher Order (Part II) [J]J Wuhan Univ (Nat Sci Ed)19984415110924.450061915891 – reference: ZhongS.Singular Integral Equations along an Open Arc with Solutions Having Singularities of Higher Order[J]Acta Math Scientia200525B2193200 – reference: ZhongS.Generalized Noether Theorem for Singular Integral Equations in Solutions with Singularities of Higher Order [J]Chin Ann of Math199819A3361366 – reference: Lu Jianke. On Integral Equations along Curve, the Solution of which Have Singularities of Order One[J]. J Wuhan Univ (Nat Sci Ed), 1964, (1): 1–13 (Ch). – volume: 43 start-page: 273 issue: 3 year: 1997 ident: 404_CR5 publication-title: J Wuhan Univ (Nat Sci Ed) – volume: 52 start-page: 979 issue: 10–11 year: 2007 ident: 404_CR12 publication-title: Complex Variables and Elliptic Equations doi: 10.1080/17476930701466689 – volume-title: Systems of Singular Integral Equations and Some Boundary Value Problems[M] year: 1967 ident: 404_CR3 – start-page: 97 volume-title: Proceedings of Symposium on Hyper-Complex Analysis year: 2008 ident: 404_CR14 – volume: 43 start-page: 553 issue: 5 year: 1997 ident: 404_CR7 publication-title: J Wuhan Univ (Nat Sci Ed) – volume: 19A start-page: 361 issue: 3 year: 1998 ident: 404_CR6 publication-title: Chin Ann of Math – volume: 25B start-page: 193 issue: 2 year: 2005 ident: 404_CR11 publication-title: Acta Math Scientia doi: 10.1016/S0252-9602(17)30276-X – ident: 404_CR4 – volume: 9 start-page: 6 issue: 1 year: 2004 ident: 404_CR10 publication-title: Wuhan University Journal of Natural Sciences doi: 10.1007/BF02912708 – volume: 51 start-page: 20 issue: 1 year: 2005 ident: 404_CR15 publication-title: J Wuhan Univ(Nat Sci Ed) – volume-title: Boundary Value Problems for Analytic Functions [M] year: 1993 ident: 404_CR2 – volume: 27 start-page: 222 issue: 2 year: 2007 ident: 404_CR13 publication-title: Journal of Mathematics (P.R.China) – volume-title: Singular Integral Equations[M] year: 1977 ident: 404_CR1 doi: 10.1007/978-94-009-9994-7 – volume: 44 start-page: 5 issue: 1 year: 1998 ident: 404_CR8 publication-title: J Wuhan Univ (Nat Sci Ed) – volume: 46 start-page: 523 issue: 5 year: 2000 ident: 404_CR9 publication-title: J Wuhan Univ (Nat Sci Ed) |
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Snippet | Under the appropriate hypotheses subject to the unknown function and the free term, by means of our Lemma, we prove the rationality of order at x = ∞ on two... Under the appropriate hypotheses subject to the unknown function and the free term, by means of our Lemma, we prove the rationality of order at x = ∞ on two... Under the appropriate hypotheses subject to the unknown function and the free term, by means of our Lemma, we prove the rationality of order at x =(infinity)... |
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SubjectTerms | Biomedical and Life Sciences Computer Science Life Sciences Materials Science 可解条件 奇异积分方程 未知函数 理性秩序 附加条件 高阶奇点 |
Title | Characteristic Singular Integral Equations with SolutionS Having Singularities of Higher Order on the Real Axis |
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