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24篇 您的检索式：期刊名="Rep Math Phys"

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	题名	作者	年代	出处	被引量
1	Geometry of quantum states: dual connections and divergence functions显示文摘	Jencova A	2001	Rep Math Phys2001，，47：	1
2	Functional calculus for sequilinear forms and the purification map显示文摘	Pusz W Woronowitz S L	1975	Rep Math Phys1975，，8：	1
3	On Randers spaces of scalar curvature 显示文摘	Yasuda H Shimada H	1977	Rep on Math Phys1977，11，：	1
4	On Randers Spaces of Scalar Curvature 显示文摘	Yasuda H Shimada H	1977	Rep on Math Phys1977，11，：	1
5	On Finsler spaces with Kropina metric 显示文摘	Shibara C	1978	Rep on Math Phys1978，13，：	1
6	New quantum deformation of SL(2, C) : Hopf algebra level 显示文摘	WORONOWICZ S L	1991	Rep Math Phys1991，30，2：	1
7	On Randers Spaces of Constant Flag Curvature 显示文摘	Bao D Robles C	2003	Rep on Math Phys2003，51，1：	1
8	Sequential products on effect algebras 显示文摘	Gudder S Greechie R	2002	Rep Math Phys2002，49，：	1
9	Non-holonomic stability aspects of piecewise holonomic systerms显示文摘	Ruina A	1998	Rep Math Phys1998，42，12：	1
10	The Twistor Programme显示文摘	PENROSE R	1977	Rep Math Phys1977，12，：	1
11	Lowest weight representations of the Schrodinger algebra and generalized heat/Schrodinger equations显示文摘	Dobrev V K Doebner H D Mrugalla Ch	1997	Rep Math Phys1997，39，2：	1
12	Maps on quantum observables preserving the Gudder order显示文摘	Dolinar G Molnfir L	2007	Rep Math Phys2007，60，1：	1
13	Sequential products on effect algebras显示文摘	Gudder S Greechie R	2002	Rep Math Phys2002，49，：	1
14	Remarks on the sequential effect algebras显示文摘	Shen J Wu J D	2009	Rep Math Phys2009，44，：	1
15	Symmetry Reduction of the Boussinesq Equation to Ordinary Differential Equations显示文摘	Barannik L F Lahno H O	1996	Rep Math Phys1996，38，1：	1
16	Embedding of expansive dynamical systems into symbolic dynamical systems 显示文摘	AKASHI S	2000	Rep Math Phys2000，46，：	1
17	On Randers spaces of scalar curvature 显示文摘	YASUDA H SHIMADA H	1977	Rep on Math Phys1977，11，：	1
18	Parallel transport and“quantum holonomy”along density operators显示文摘	Uhlmann A	1986	Rep Math Phys1986，24，02：	1
19	Embedding of topological dynamical systems into symbolic dynamical systems: A necessary and surcient condition 显示文摘	WANG Y WEI G	2006	Rep Math Phys2006，57，：	1
20	Exact wave functions and coherent states for a forced damped harmonic oscillator显示文摘	Li Tijun	2008	Rep Math Phys2008，62，2：	1

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