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91篇 您的检索式:作者名="OLVER P"
    题名 作者 年代 出处 被引量
1Affine geometry, curve flows, and invariant numerical approximations 显示文摘Calabi E Olver P J Tannenbaum A 1996Adv In Math1996,124,1:1
2Tri-Hamihonian duality be- tween solitons and solitary-wave solutions having eompaet support 显示文摘OLVER P ROSENAU P 1996Phys Rev E1996,53,:1
3Joint invariant signatures显示文摘Olver P J 2001Found Comput Math2001,,1:1
4Geometric integration via multi-space显示文摘Kim P Olver P J 2004Regular and Chaotic Dynamics2004,9,:1
5Differential and numeri- cally invariant signature curves applied to object recogni- tion显示文摘Calabi E Olver P J Shakiban C 1998Int J Computer Vision1998,26,:1
6Some symmetries of the nonlinear heat and wave equations显示文摘Olver P Rosenau P 1986Phys Letter A1986,,118:1
7Joint invariant signatures显示文摘Olver P J 2001Found Comp Math2001,1,1:1
8Evolution equations possessing infinitely many symmetries 显示文摘Olver P J 1977J Math Phys1977,18,6:1
9Invariant Euler-Lagrange equations and the invariant variational bicomplex显示文摘Kogan I A Olver P J 2003Acta Appl Math2003,76,:1
10Well-posedness and blow-up solutions for an integrable nonlinearly dispersive model wave equa- tion 显示文摘LI Y OLVER P 2000J Differential Equations2000,162,:1
11Invariant submanifold flows显示文摘Olver P J 2008J Phys A2008,41,:1
12A geometric snake model for segmentation of medical imagery显示文摘Yezzi S Kichenassamy A Kumar P Olver 1997IEEE Trans Med Imag1997,,:1
13Invariant geometric evolutions of surfaces and volumetric smoothing显示文摘Olver P J Sapiro G Tannenbaum A 1997SIAM Journal on Applied Mathematics1997,57,1:1
14Poisson structures for geometric curve flows on semi-simple homogeneous spaces显示文摘Mari Beffa G Olver P J 2010Regular and Chaotic Dynamics2010,15,:1
15Conformal curvature flows: from phase transitions to active vision显示文摘S Kichenassamy A Kumar P Olver 1996Arch Rational Mech Anal1996,134,:1
16Behavioural studies of spatial working memory dysfunction in schizophrenia:a quantitative literature review显示文摘Piskulic D Olver JS Norman TR Maruff P 0,,02:1
17Invariant geometric evolutions of surfaces and volumetric smoothing显示文摘Olver P J Sapiro G Tannnbaum A 1997SIAM J Appl Math1997,57,:1
18Well-posedness and blow-up solutions for an integrable nonlinearly dispersive model wave equation 显示文摘Li Yi'a Olver P J 2000J Differential Equations2000,162,1:1
19Wave-breaking and peakons for a modified Camassa-Holm equation 显示文摘GUI G LIU Y OLVER P 2013Comm Math Phys2013,319,:1
20On the Hamiltonian structure of evolution equations显示文摘Olver P J 1980Math Proc Camb Phil Soc1980,88,:1
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