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Expanding constraint theory to determine well-posedness of large mathematical models
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Well posedness and asymptotic analysis for the stochastic equations of geophysical fluid dynamics
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Second order in time stochastic evolution equations and Wiener chaos approach
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On the theory and applications of structured bilinear inverse problems to sparse blind deconvolution, active target localization, and delay-Doppler estimation
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Conditional mean-fields stochastic differential equation and their application
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Optimal investment and reinsurance problems and related non-Markovian FBSDES with constraints
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Modeling of Earth's ionosphere and variational approach for data assimilation
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Certain regularity problems in fluid dynamics
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Pathwise stochastic analysis and related topics
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Topics on set-valued backward stochastic differential equations
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Zero-sum stochastic differential games in weak formulation and related norms for semi-martingales
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Physics-based data-driven inference
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On regularity and stability in fluid dynamics
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Linear quadratic control, estimation, and tracking for random abstract parabolic systems with application to transdermal alcohol biosensing
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Asymptotic expansion for solutions of the Navier-Stokes equations with potential forces
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On stochastic integro-differential equations
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Stability analysis of nonlinear fluid models around affine motions
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An approximation theory for the identification of nonlinear degenerate distributed parameter systems
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The Linear Quadratic Regulator Problem For Thermoelastic Systems With Boundary Control And Unbounded Observations
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Dynamic network model for systemic risk
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Inverse problems, identification and control of distributed parameter systems:  Applications to space structures with active materials
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Modeling and analysis of coupled torsion and bending in flexible structures
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Imaging the shape of an elastic inclusion using the T-matrix theory: A stochastic inverse formulation for the 2-D SH case
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Stochastic differential equations driven by fractional Brownian motion and Poisson jumps
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Analysis and implementation of certain multilevel and domain decomposition methods for elliptic problems
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