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134篇 您的检索式:作者名="SEMRL P"
    题名 作者 年代 出处 被引量
1Nonsurjective Nearisometries of Banach Spaces显示文摘SEMRL P VAISALA J 2003J Funct Anal2003,198,1:1
2Elementary operators on standard operator algebras显示文摘Molnar L Semrl P 2002Linear Multilinear Al- gebra2002,50,4:1
3Preserving commutativity 显示文摘Omladic M Radjavi H Semrl P 2001Journal of Pure and Applied Algebra2001,156,:1
4Commutativity preserving linearmaps on central simple algebras显示文摘Bresar M Semrl P 2005Journal of Alge-bra2005,284,1:1
5On bilinear maps on matrices withapplications to commutativity preservers显示文摘Semrl P Bresar M 2006Journalof Algebra2006,301,2:1
6Elementary operators显示文摘Bresar M Semrl P 1999Proc Roy Ed- inburgh Sect A1999,129,:1
7Elementary Operators on Standard Operator Algebras显示文摘MOLNAR L SEMRL P 2002Lin Multilin Alg2002,50,4:1
8Elementary operators II显示文摘Bresar M Molnar L Semrl P 2000Acta Sei Math(Szeged)2000,66,:1
9maps on Matrix spaces显示文摘Semrl P 2006Linear Algebraand its Applications2006,413,2:1
10Elementary operators on standard opera- tor algebras显示文摘Molnar L Semrl P 2002Linear and Multilinear Algebra2002,50,:1
11Commuting traces of biadditive maps revisited 显示文摘BRESAR M SEMRL P 2003Comm Algebra2003,31,1:1
12Non-linear commutativity preserving maps显示文摘Semrl P 2005Acta Mathematica Sinica(Szeged)2005,71,5:1
13On the behaviour of mappings which do not satisfy Hyers - ULam stability显示文摘RASSIAS Th M SEMRL P 1992Proc Amer Math Soc1992,114,:1
14Additive derivations of some operator algebras显示文摘SEMRL P 1991Illinois J Math1991,35,:1
15On the behavior of the linear mapping in Banach space显示文摘Rassias Th M Semrl P 1978Proc Amer Math Soc1978,72,:1
16On the behavior of mappings which do not Satisfy Hyers-Ulam stability显示文摘Rassias Th M Semrl P 1992Proc Amer Math soc1992,114,:1
17Elementary operators显示文摘BRESAR M SEMRL P 1999Proc Roy Edinburgh:Sect A1999,129,:1
18Local automorphisms and derivations on B(H)显示文摘SEMRL P 1997Proc Amer Math Soc1997,125,:1
19Linear transformations preserving potent matrices显示文摘BRESAR M SEMRL P 1993Proc Amer Math Soc1993,119,:1
20Maps on idempotents显示文摘Semrl P 2005Studia Math2005,169,:1
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