Fully coupled - Globe Thesis

Keyword [Fully coupled] Result: 1 - 20 \| Page: 1 of 2
1.	High Dimensional Backward Stochastic Differential Equations, Forward-Backward Stochastic Differential Equations And Their Applications
2.	The Problem On Fully-Coupled Rock Deformation & Fluid Flow And Its Engineering Application
3.	Three-Dimensional General Solution For Fully Coupled Electro-magneto-thermo-elastic Multiphase Composites With Application
4.	A Maximum Principle For Stochastic Optimal Control With Terminal State Constraints
5.	The Maximum Principle For Optimal Control Problem Of Mean-Field Forward-Backward Stochastic System With State Constrained
6.	The Solution Of Fully-coupled Reflected Forward-backward Stochastic Differential Equations
7.	Some Optimal Control And Differential Game Problems In Forward-Backward Stochastic Systems
8.	Forward-Backward Stochastic Differential Equations Driven By Markov Chain And Its Related Problems
9.	Mean-field Stochastic Maximum Principle For Optimization With Recursive Utilities
10.	Study On Stochastic Control Problems With Nonconvex Control Domain
11.	Theoretical Modeling On Mechanics Of Cell Adhesion By Considering Fully Coupled Interaction Between Media Deformation And Stochastic Molecular Reaction
12.	A Fully Coupled Sediment-laden Shallow Water Model And Its Applications To Computational Morphodynamics In Qiantang Estuary And Dongliu Waterway
13.	The Non-classical Properties Of Cavity Field In Fully Coupled Hybrid Cavity Optomechanics
14.	Study On The Mechanism Of Land Subsidence Caused By Groundwater Level Variations
15.	Fully Coupled Numerical Modelling Of Sediment Transport And Bed Change Under Currents And Waves Influences
16.	Numerical Analysis Of Hydrodynamic Characteristics And Mooring Intensity Of Marine Arresting Warning System
17.	Establishment And Numerical Study On Fully Coupled Population Balance Model In Oil-Water Two-Phase Flow
18.	Fully Coupled Simulation And Uncertainty Analysis Of Surface Water And Groundwater On Quality In Hunhe River Basin
19.	Investigating the influence of atmospheric changes on the variability of the North Pacific using paleoproxy data and a fully coupled GCM
20.	Parallel fully coupled Lagrange-Newton-Krylov-Schwarz algorithms and software for optimization problems constrained by partial differential equations
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