Thông tin nhà nghiên cứu KH&CN

EVOLUTION FLOWS ON NON-COMPACT RIEMANNIAN MANIFOLDS: STABILITY, PERIODICITY, AND APPLICATIONS

Periodic motions of species competition flows and inertial manifolds around them with nonautonomous diffusion

Periodic and almost periodic motions of Navier–Stokes flows and their stability in a perturbed half-space

Ricci curvature and the size of initial data for the Navier–Stokes equations on Einstein manifolds

Dichotomy Gap Conditions, Admissible Spaces, and Inertial Manifolds

Periodic solutions and their stability to the Navier-Stokes equations on a half space

On the existence and regularity of admissibly inertial manifolds with sectorial operators

Exponential Dichotomy and Stable Manifolds for Differential-Algebraic Equations on the Half-Line

Existence and Stability of Periodic and Almost Periodic Solutions to the Boussinesq System in Unbounded Domains

Inertial manifolds for parabolic differential equations: The fully nonautonomous case

Stability and periodicity of solutions to Navier-Stokes equations on non-compact riemannian manifolds with negative curvature

Navier-Stokes equations on non-compact Einstein manifolds: Stability implies periodicity

On Periodic Solutions of the Incompressible Navier-Stokes Equations on Non-compact Riemannian Manifolds

Admissible inertial manifolds for neutral equations and applications

Regularity of the Inertial Manifolds for Evolution Equations in Admissible Spaces and Finite-Dimensional Feedback Controllers

Conditional stability and periodicity of solutions to evolution equations

Periodic solutions to Navier-Stokes equations on non-compact Einstein manifolds with negative curvature

Periodicity and stability of solutions to neutral differential equations with φ-Lipschitz and infinite delays

Parabolic evolution equations in interpolation spaces: boundedness, stability, and applications

On Periodic and Almost Periodic Solutions to Incompressible Viscous Fluid Flow Problems on the Whole Line

Periodic solutions and their conditional stability for partial neutral functional differential equations

Admissibly stable manifolds for a class of partial neutral functional differential equations on a half-line

Solutions to partial functional differential equations with infinite delays: periodicity and admissibility

Periodicity of inhomogeneous trajectories and applications

Admissible Inertial Manifolds for Delay Equations and Applications to Fisher-Kolmogorov Model

Boundedness, almost periodicity and stability of certain Navier–Stokes flows in unbounded domains

Stable and center-stable manifolds of admissible classes for partial functional differential equations

Competition models with diffusion, analytic semigroups, and inertial manifolds

Dichotomy and periodic solutions to partial functional differential equations

Inertial Manifolds for Partial Neutral Functional Differential Equations in Admissible Spaces

Unstable Manifolds for Partial Neutral Differential Equations and Admissibility of Function Spaces

Periodic solutions to evolution equations: existence, conditional stability and admissibility of function spaces

Sectorial operators and inertial manifolds for partial functional differential equations in admissible spaces

Attraction Property of Admissible Integral Manifolds and Applications to Fisher-Kolmogorov Model

Existence, uniqueness and conditional stability of periodic solutions to evolution equations

Boundedness and stability of solutions to semi-linear equations and applications to fluid dynamics

A general approach to time periodic incompressible viscous fluid flow problems

Stable manifolds for semi-linear evolution equations and admissibility of function spaces on a half-line

Existence and Robustness of Exponential Dichotomy of Linear Skew-Product Semiflows over Semiflows

Exponential Dichotomy of Evolution Equations and Admissibility of Function Spaces on a Half-line

Resolvents of operators and partial functional differential equations with non-autonomous past

Exponentially dichotomous operators and exponential dichotomy of evolution equations on the half-line,

Exponential dichotomy of difference equations and application to evolution equations on the half-line

Characterizations of dichotomies of evolution equations on the half-line

Invariant stable manifolds for partial neutral functional differential equations in admissible spaces on a half-line

Unstable Manifolds for Partial Functional Differential Equations in Admissible Spaces on the Whole Line

Periodic motions of Stokes and Navier-Stokes flows around a rotating obstacle

Stability results for fluids of Oldroyd-B type on exterior domains

Admissibly Integral Manifolds for Semi-linear Evolution Equations

Dichotomy and positivity of neutral equations with nonautonomous past

Integral manifolds for partial functional differential equations in admissible spaces on a half-line

Admissibly inertial manifolds for a class of semi-linear evolution equations

Integral manifolds for semilinear evolution equations and admissibility of function spaces

Inertial manifolds for a class of non-autonomous semilinear parabolic equations with finite delay

Integral Manifolds and their Attraction Property for Evolution Equations in Admissible Function Spaces

Exponentially dichotomous generators of evolution bisemigroups on admissible function spaces

Inertial manifolds for semi-linear parabolic equations in admissible spaces

Hyperbolicity of solution semigroups for linear neutral differential equations

Discretized Characterizations of Exponential Dichotomy of Linear Skew-Product Semiflows over Semiflows

Invariant manifolds of admissible classes for semi-linear evolution equations

Lý thuyết định tính các phương trình vi phân hàm đạo hàm riêng

Lý thuyết về tính đặt chỉnh và tính chất định tính của nghiệm các phương trình tiến hóa

Phương trình tiến hóa và các bài toán về luồng thủy khí

Phương trình tiến hóa và các bài toán về luồng thủy khí

Lý thuyết về tính đặt chỉnh và tính chất định tính của nghiệm các phương trình tiến hóa. MS: 101.02-2014.02.

Lý thuyết định tính các phương trình vi phân hàm đạo hàm riêng. MS: 101.01-2011.25

Sự tồn tại và dáng điệu tiệm cận nghiệm của các phương trình tiến hóa trong không gian hàm chấp nhận được MS: 101.01.61.09

Mô hình toán học định tính và xấp xỉ cho các quá trình tiến hóa. MS: B2008-01-204

Dáng điệu tiệm cận nghiệm của phương trình parabolic tựa tuyến tính không ô tô nôm và ứng dụng. MS: T2007-72

Sự tồn tại và dáng điệu tiệm cận nghiệm của các phương trình tiến hóa trong không gian hàm chấp nhận được MS: 101.01.61.09

Dáng điệu tiệm cận nghiệm của phương trình parabolic tựa tuyến tính không ô tô nôm và ứng dụng. MS: T2007-72

Mô hình toán học định tính và xấp xỉ cho các quá trình tiến hóa. MS: B2008-01-204