Neural Network Models for Eigenvalue Problems

Spectral approximation of the optimal control problem for non-homogeneous parabolic equations

Stochastic Collocation Method for Computing Eigenspaces of Parameter-Dependent Operators

Tensor network approximations of parameter dependent modal problems

Randomized POD-Beyn algorithm for nonlinear eigenvalue problems– analysis and perspectives

Numerical solution of distributed-order time-fractional diffusion-wave equations using Laplace transforms

Detecting Near Resonances in Acoustic Scattering

khp-adaptive spectral projection based discontinuous Galerkin method for the numerical solution of wave equations with memory

Geometric optimization of vascular stents modeled as networks of 1D rods

Stochastic collocation method for computing eigenspaces of parameter-dependent operators

Optimal control of parabolic equations - a spectral calculus based approach

Quasi resonances in acoustic scattering: analysis and algorithms

Tensorial Neural Networks for Eigenvalue Problems

Fem Approximations of the Operator Lyapunov Equation Have Low Rank

Hyperbolic problems for metric graphs - tools for analyzing vibrations of frame like structures

A spectral projection based method for the numerical solution of wave equations with memory

Optimal design of vascular stents using a network of 1D slender curved rods

An open-source processing pipeline for quad-dominant mesh generation for class-compliant ship structural analysis

Preconditioning the Quad Dominant Mesh Generator for Ship Structural Analysis

Surrogate modelling for detection of near resonances in acoustic scattering

Optimal Control of Parabolic Equations -- a Numerical Case Study in Periodic Homogenization

High order approximations of the operator Lyapunov equation have low rank (talk)

Adapted Contour Integration for Nonlinear Eigenvalue Problems in Waveguide Coupled Resonators

A subspace-accelerated method for solving nonlinear thermoacoustic eigenvalue problems

Higher Order Composite DG approximations of Gross– Pitaevskii ground state: Benchmark results and experiments

Optimal control of parabolic equations - a spectral calculus based approach.

Deep Neural Network Model for Approximating Eigenmodes Localized by a Confining Potential

Automatic mesh generation for structural analysis in naval architecture

Modeling and discretization methods for the numerical simulation of elastic frame structures

Contour Integration Method for Nonlinear Eigenvalue Problems

Mesh adaptive solution method for Lyapunov equations - book of abstracts

Diagonalization of indefinite saddle point forms

Spectral discretization errors in filtered subspace iteration

Fast solution methods for operator Lyapunov equations

Direct solution method for the equilibrium problem for elastic stents

Analysis of FEAST Spectral Approximations Using the DPG Discretization

The Tan 2Θ Theorem in fluid dynamics

An a posteriori estimator of eigenvalue/eigenvector error for penalty-type discontinuous Galerkin methods

Improvement of standard GPS position estimation algorithm through utilization of Weighted Least-Square approach

Machine learning techniques for modeling ships performance in waves

Quasi-semidefinite eigenvalue problem and applications

Mixed formulation of the one-dimensional equilibrium model for elastic stents

Double angle theorems for definite matrix pairs

Robust error estimates for approximations of non- self-adjoint eigenvalue problems

Benchmark results for testing adaptive finite element eigenvalue procedures part 2 (conforming eigenvector and eigenvalue estimates)

Efficient and reliable hp-FEM estimates for quadratic eigenvalue problems and photonic crystal application

A Subspace Iteration Algorithm for Fredholm Valued Functions

Discrete perturbation estimates for eigenpairs of Fredholm operator-valued functions

Resolvent estimates and eigenvalue decay of solutions to Lyapunov operator equations

The rotation of eigenspaces of perturbed matrix pairs II

On the eigenvalue decay of solutions to operator Lyapunov equations

Rotacija svojstvenih potprostora perturbiranih matričnih parova s realnim spektrom

Hijerarhijska analiza svojstava nizova znakova metodama znanstvenog računanja i statistike

Error control for hp-adaptive approximations of semi-definite eigenvalue problems

Kato's square root theorem as a basis for relative estimation theory of eigenvalue approximations

The tan (2THETA) Theorem for Indefinite Quadratic Forms

Cluster robust estimates for eigenvalues and eigenfunctions of convection-di usion-reaction operators

A framework for robust eigenvalue and eigenvector error estimation and Ritz value convergence enhancement

Representation Theorems for Indefinite Quadratic Forms Revisited

Error representation formula for eigenvalue approximations for positive definite operators

The Rotation of Eigenspaces of Perturbed Matrix Pairs

Robust A-Posteriori Error Estimates for Semi-definite Eigenvalue Problems With Known Null Spaces

Error control for hp-adaptive approximations of semi-definite eigenvalue problems

Benchmark results for testing adaptive finite element eigenvalue procedures

Pseudospectral Picture of the Seismic Algorithm for Surface Multiple Attenuation

Basic Iterative Algorithms of Numerical Linear Algebra as Building Blocks for Hybrid Adaptive Finite Element Methods

Prepoznavanje lica sa slika Eigenface metodom

On quasi-definite quadratic forms in a Hilbert space and applications

A robust hierarchical eigenvalue/eigenvector enhancement

Analitičke i numeričke metode za određivanje cijene američkih opcija

Izbjegavanje sudara na moru kao diferencijalna igra

Relative convergence estimates for the spectral asymptotic in the Large Coupling Limit

On Estimators for Eigenvalue/Eigenvector Approximations

Primjena algoritama k-sredina u dubinskoj analizi kolekcije tekstualnih podataka

Numerical linear algebra for spectral theory of block operator matrices

On weakly formulated Sylvester equations and applications

On relative perturbation theory for eigenvalues and eigenvectors of block operator matrices

On relative perturbation theory for block operator matrices

On Temple--Kato like inequalities and applications

On quasi-definite quadratic forms in a Hilbert space

On Ritz Approximations for Positive Definite Operators I (Theory)

On Accuracy Of Hierarchical Rayleigh-Ritz Methods

Estimates for the spectral asymptotic in a Large Coupling Limit

Extracting spectral information from large "singularly perturbed" matrices

On eigenvalue and eigenvector estimates for nonnegative definite operators

Relative eigenvalue/eigenvector estimates for multi-scale problems in science and engineering

A posteriori estimates for eigenvalue/vector approximations

Ritz value estimates and applications in Mathematical Physics

Saturation assumptions for Rayleigh--Ritz eigenvalue approximations

Temple-Kato inequalities and applications in Mathematical Physics

On Ritz Approximations for Positive Definite Operators

Approximating Invariant Subspaces of Elliptic Operators

On Simulations of Random Fields on Bounded Domains

Numerical computation of the partial eigenvalue problem for symmetric matrices