Infinite dimensional - Globe Thesis

Keyword [Infinite dimensional] Result: 101 - 120 \| Page: 6 of 10
101.	Finite-dimensional Attractors For The Kirchhoff Model Equation With Strong Damping Term
102.	Natural Filtrations Of Infinite-dimensional Modular Lie Superalgebras W(m,n,q)
103.	Classification Of Certain Lr Algebra And Implementation
104.	Researches On The Global Well-posedness And Infinite-Dimensional Dynamical Systems For Some Classes Of Nonlinear Evolutionary Equations
105.	The Structures And Representations Of A Block Type Lie Algebra And Its Lie Conformal Algebra
106.	Studies On Bifurcation Solutions And Their Stability Of Infinite-Dimensional Dynamical Systems
107.	Infinite Dimensional Stochastic Evolution Systems And Its Applications In Modeling Of Formation Mechanism In Coagulation Bath Of Carbon Fiber Precursor
108.	G-Levy Process In Infnite And Infinite Dimensional Space And Related Topics
109.	Spectral Analysis Of The Quadratic Operator Pencils And The Infinite Dimensional Hamiltonian Operators
110.	Studies On Bifurcations Of Infinite-dimensional Dynamical Systems Via Traveling Wave Transformation
111.	Researches On Structure-preserving Algorithms For The Infinite Dimensional Hamiltonian Systems
112.	Study On The Global Dynamical Behavior For Several Kinds Of Nonlinear Elastic Rods Based Inertial Manifolds With Delay
113.	Entanglement Criteria And Entanglement Measurements For States In Multipartite Composite Quantum Systems
114.	Structure And Representation Of Infinite Dimensional Lie (Super)Algebras
115.	Quantum Channels, Fidelity In Infinite Dimensional Systems And Relative Topics
116.	The Quasi-periodic Solutions Of Derivative Nonlinear Schrodinger Equations
117.	Quasi-periodic Solutions Of Nonlinear Beam Equations With Quintic Quasi-periodic Nonlinearities
118.	Long Time Behavior Of Solutions For Several Evolutional Partial Differential Equations
119.	The Asymptotic Behaviors For Several Equations Of Fluid Dynamics
120.	Study On The Global Dynamical Behavior For Several Kinds Of Nonlinear Solid Structure System
<<First <Prev Next> Last>> Jump to