Differential Equations.

Finite volume methods for the incompressible Navier-Stokes equations by: (Electronic resources)

Evolutionary equations = Picard's theorem for partial differential equations, and applications / by: (Electronic resources)

Discrete dynamics = basic theory and examples / by: (Electronic resources)

Elliptic carleman estimates and applications to stabilization and controllability.. Volume II,. General boundary conditions on Riemannian manifolds by: (Electronic resources)

Fractional stochastic differential equations = applications to COVID-19 modeling / by: (Electronic resources)

Control problems for conservation laws with traffic applications = modeling, analysis, and numerical methods / by: (Electronic resources)

Analytic partial differential equations by: (Electronic resources)

Sobolev maps to the circle = from the perspective of analysis, geometry, and topology / by: (Electronic resources)

Symmetries and applications of differential equations = in memory of Nail H. Ibragimov (1939-2018) / by: (Electronic resources)

Completeness theorems and characteristic Matrix functions = applications to integral and differential operators / by: (Electronic resources)

Applied mathematical problems in geophysics = Cetraro, Italy 2019 / by: (Electronic resources)

Recent progress in mathematics by: (Electronic resources)

Stabilization for some fractional-evolution systems by: (Electronic resources)

Regularity of the one-phase free boundaries by: (Electronic resources)

Numerical treatment and analysis of time-fractional evolution equations by: (Electronic resources)

Dual variational approach to nonlinear diffusion equations by: (Electronic resources)

Wave phenomena = mathematical analysis and numerical approximation / by: (Electronic resources)

Elements of applied bifurcation theory by: (Electronic resources)

Dynamics through first-order differential equations in the configuration space by: (Electronic resources)

Heat kernel on lie groups and maximally symmetric spaces by: (Electronic resources)

From kinetic theory to turbulence modeling = the legacy of Carlo Cercignani / by: (Electronic resources)

Time dependent phase space filters = a stable absorbing boundary condition / by: (Electronic resources)

Two-dimensional quadratic nonlinear systemss.. Volume I,. Univariate vector fields by: (Electronic resources)

Groups, invariants, integrals, and mathematical physics = the Wisla 20-21 Winter School and Workshop / by: (Electronic resources)

Mathematics going forward = collected mathematical brushstrokes / by: (Electronic resources)

Ordinary differential equations = analytical methods and applications / by: (Electronic resources)

Differential equations, mathematical modeling and computational algorithms = DEMMCA 2021, Belgorod, Russia, October 25-29 / by: (Electronic resources)

Applied analysis, optimization and soft computing = ICNAAO-2021, Varanasi, India, December 21-23 / by: (Electronic resources)

Fractional differential equations = modeling, discretization, and numerical solvers / by: (Electronic resources)

Kernel determination problems in hyperbolic integro-differential equations by: (Electronic resources)

Stochastic partial differential equations in fluid mechanics by: (Electronic resources)

Model order reduction and applications = Cetraro, Italy 2021 / by: (Electronic resources)

A toolbox of averaging theorems = ordinary and partial differential equations / by: (Electronic resources)

Boundary value problems and hardy spaces for elliptic systems with block structure by: (Electronic resources)

Mathematical methods for objects reconstruction = from 3D vision to 3D printing / by: (Electronic resources)

Many-body SSchrödinger equation = scattering theory and Eigenfunction expansions / by: (Electronic resources)

Variational and diffusion problems in random walk spaces by: (Electronic resources)

Mathematical modeling in cultural heritage = Mach2021 / by: (Electronic resources)

Numerical solutions applied to heat transfer with the SPH method = a verification of approximations for speed and accuracy / by: (Electronic resources)

Normal forms and stability of hamiltonian systems by: (Electronic resources)

A³N²M - approximation, applications, and analysis of nonlocal, nonlinear models = proceedings of the 50th John H. Barrett memorial lectures / by: (Electronic resources)

Measure-valued solutions for nonlinear evolution equations on Banach spaces and their optimal control by: (Electronic resources)

A compact course on linear PDEs by: (Electronic resources)

Pseudo-monotone operator theory for unsteady problems with variable exponents by: (Electronic resources)

Numerical methods for initial value problems in physics by: (Electronic resources)

A basic guide to uniqueness problems for evolutionary differential equations by: (Electronic resources)

Control and inverse problems = the 2022 Spring Workshop in Monastir, Tunisia / by: (Electronic resources)

Spectral geometry and inverse scattering theory by: (Electronic resources)

D-finite functions by: (Electronic resources)

Coherent sheaves, superconnections, and Riemann-Roch-Grothendieck by: (Electronic resources)

Calculus I = practice problems, methods, and solutions / by: (Electronic resources)

An introduction to fractional differential equations by: (Electronic resources)

Deep learning for fluid simulation and animation = fundamentals, modeling, and case studies / by: (Electronic resources)

Algebra without borders - classical and constructive nonassociative algebraic structures = foundations and applications / by: (Electronic resources)

Plasma theory = an advanced guide for graduate students / by: (Electronic resources)

An excursion through partial differential equations by: (Electronic resources)

The matrix perturbation method in quantum mechanics by: (Electronic resources)

Fractional derivative modeling in mechanics and engineering by: (Electronic resources)

Elliptic carleman estimates and applications to stabilization and controllability.. Volume I,. Dirichlet boundary conditions on Euclidean space by: (Electronic resources)

Mathematics of open fluid systems by: (Electronic resources)

Fundamentals of partial differential equations by: (Electronic resources)

Interplay of quantum mechanics and nonlinearity = understanding small-system dynamics of the discrete nonlinear schrodinger equation / by: (Electronic resources)

Recent advances in industrial and applied mathematics by: (Electronic resources)

Differential equations and population dynamics.. I,. Introductory approaches by: (Electronic resources)

Differential equations = practice problems, methods, and solutions / by: (Electronic resources)

Graded finite element methods for elliptic problems in nonsmooth domains by: (Electronic resources)

Stabilization of Kelvin-Voigt damped systems by: (Electronic resources)

Combined measure and shift invariance theory of time scales and applications by: (Electronic resources)

Research in mathematics of materials science by: (Electronic resources)

Singular integral operators, quantitative flatness, and boundary problems by: (Electronic resources)

Relativistic dynamics of a charged sphere = updating the Lorentz-Abraham model / by: (Electronic resources)

Nonlinear analysis, geometry and applications = proceedings of the Second NLAGA-BIRS Symposium, Cap Skirring, Senegal, January 25-30, 2022 / by: (Electronic resources)

Gromov-hausdorff stability of dynamical systems and applications to PDEs by: (Electronic resources)

Advanced mathematics for engineers and physicists by: (Electronic resources)

Harmonic analysis and partial differential equations by: (Electronic resources)

Applying power series to differential equations = an exploration through questions and projects / by: (Electronic resources)

Stochastic transport in upper ocean dynamics = STUOD 2021 Workshop, London, UK, September 20-23 / by: (Electronic resources)

Partial differential equations = an introduction to analytical and numerical methods / by: (Electronic resources)

Linear and nonlinear non-Fredholm operators = theory and applications / by: (Electronic resources)

The poisson-boltzmann equation = an introduction / by: (Electronic resources)

Input-to-state stability = theory and applications / by: (Electronic resources)

New trends in the applications of differential equations in sciences = NTADES 2022, Sozopol, Bulgaria, June 14-17 / by: (Electronic resources)

Harmonic analysis and partial differential equations = in honor of Vladimir Maz'ya / by: (Electronic resources)

Calculus of variations on thin prestressed films = asymptotic methods in elasticity / by: (Electronic resources)

An approach to multi-agent systems as a generalized multi-synchronization problem by: (Electronic resources)

Partial differential equations and applications = colloquium in honor of Hamidou Toure, Ouagadougou, Burkina Faso, November 5-9, 2018 / by: (Electronic resources)

Applied mathematics and computational intelligence = ICAMCI-2020, Tripura, India, December 23-24 / by: (Electronic resources)

Numerical analysis of ordinary and delay differential equations by: (Electronic resources)

Oblique derivative problems for elliptic equations in conical domains by: (Electronic resources)

Interfaces = modeling, analysis, numerics / by: (Electronic resources)

Partial differential equations and functional analysis = Mark Vishik : life and scientific legacy / by: (Electronic resources)

Partial differential equations by: (Electronic resources)

From classical analysis to analysis on fractals = a tribute to Robert Strichartz.. Volume 1 / by: (Electronic resources)

Spectral measures and dynamics = typical behaviors / by: (Electronic resources)

Well-posed nonlinear problems = a study of mathematical models of contact / by: (Electronic resources)

Gas dynamics with applications in industry and life sciences = On Gas Kinetic/Dynamics and Life Science Seminar, March 25-26, 2021 and March 17-18, 2022 / by: (Electronic resources)

Analysis, applications, and computations = proceedings of the 13th ISAAC Congress, Ghent, Belgium, 2021 / by: (Electronic resources)

Analyticity and sparsity in uncertainty quantification for PDEs with Gaussian random field inputs by: (Electronic resources)

Precalculus = practice problems, methods, and solutions / by: (Electronic resources)