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Survey of China Mainland Press

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TextLanguage: English Publication details: China Hong Kong American Consulate 0000Other classification:

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3151 School mathematics project algebra 2 : Equations, formulas and graphs
by School Mathematics Project
3152 Schrodinger equations and diffusion theory
by Nagasawa Masao
3153 Schrödinger Equations in Nonlinear Systems
by Wu-Ming Liu, Emmanuel Kengne
3154 Schuams outline of theory and problem of complex variables
by Spiegel, Murray R.
3155 Scientific Computing and Differential Equations
by Golub, Gene
3156 Scientific computing with ordinary differential equations
by Deuflhard Peter
3157 Second course in ordinary differential equations for scientists and engineers
by Humi Mayer
3158 Second order elliptic equations and elliptic systems
by Chen Ya-Zhe
3159 Second order equations with nonnegative characteristic form
by Oleinik O A
3160 Second order equations with nonnegative characteristic form.
by Oleinik O A
3161 Second order linear differential equations in banach spaces
by Fattorini H O
3162 Second order linear differential equations in banch spaces.
by Fattotini H O
3163 Second Order Parabolic Differential Equations
by Lieberman G M
3164 Second order PDE's in finite and infinite dimension: a probabilistic approach
by Cerrai Sandra
3165 Second-order systems of partial differential equations of the plane
by Keng Hua Loo
3166 Seemingly unrelated regression equations models
by Srivastava Virendra K
3167 Seemingly Unrelated Regression Equations Models
by Virendera K. Srivastava; David E.A. Giles
3168 Seemingly unrelated regression equations models: Estimation and inference
by Srivastava Virendra K
3169 Selected works of V.S. Varadarajan. Vol. 2
by Babbitt Donald G.
3170 Semi-Classical Analysis for Nonlinear Schrodinger Equations
by Carles Remi
3171 Semi-Classical Analysis for Nonlinear Schrodinger Equations: Wkb Analysis, Focal Points, Coherent States Second Edition
by Carles Remi
3172 Semi-classical analysis for Nonlinear schrodinger equations.
by Carles Remi
3173 Semiconcave functions Hamilton- Jacobi equations and optimal control.
by Cannarsa Piermarco
3174 Semiconcave functions, Hamilton- Jacobi equations, and optimal control
by CANNARSA Piermarco
3175 Semiconcave functions, Hamilton- Jacobi equations, and optimal control
by CANNARSA Piermarco
3176 Semigroup approach to nonlinear diffusion equations
by Barbu Viorel
3177 Semigroup Approach to Nonlinear Diffusion Equations
by Barbu Viorel
3178 Semigroup Theory and Evolution Equations
by Philippe Clement
3179 Semigroups for delay equations
by BATKAI Andras
3180 Semigroups for Delay Equations
by Andras Batkai; Susanna Piazzera
3181 Semigroups of Bounded Operators and Second-Order Elliptic and Parabolic Partial Differential Equations
by Luca Lorenzi; Abdelaziz Rhandi
3182 Semigroups of linear operators and applications to partial differential equations
by Pazy A.
3183 Semigroups of Linear Operators and Applications to Partial Differential Equations
by Amnon Pazy
3184 Semigroups of linear operators and applications to partial differential equations.
by Pazy A
3185 Semilinear Evolution Equations and Their Applications
by Toka Diagana
3186 Seminar on functional operators and equations.
by Targonski Gyorgy I
3187 Separation of variables for partial differential equations
by Cain George
3188 Separation of Variables for Partial Differential Equations
by George Cain; Gunter H. Meyer
3189 Separation of variables for partial differential equations: An eigenfunction approach
by Cain George
3190 Series, differential equations and complex functions
by Bak Thor A
3191 Sex roles and social policy
by Blumen Jean Ed
3192 Shock waves and explosions
by Sachdev P L
3193 Shock waves and reaction-diffusion equations
by Smoller Joel
3194 Short course in differential equations
by Rainville E D
3195 Short course in differential equations.
by Rainville Earl D
3196 Short course of functional equations.
by Aczel J
3197 Short table of integrals Rev by Ronald M Foster
by Peirce B O
3198 Short table of integrals Rev by Ronald M Foster
by Peirce B O
3199 Similarity mehtods for differential equations
by Bluman G W
3200 Similarity method and symmetries of the renormalization group equations
by Jha Pradip Kumar