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Acoustic wave propagation in inhomogeneous, layered waveguides based on modal expansions and hp-FEM

Wave motion, 2014-09, Vol.51 (6), p.1021-1043

2014

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Bivariate distributions with given marginals with an application to wave climate description

Applied ocean research, 1994, Vol.16 (1), p.1-17

1994

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A coupled-mode model for the refraction–diffraction of linear waves over steep three-dimensional bathymetry

Applied ocean research, 2001-12, Vol.23 (6), p.319-336

2001

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A coupled-mode model for water wave scattering by horizontal, non-homogeneous current in general bottom topography

Applied ocean research, 2011-10, Vol.33 (4), p.384-397

2011

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A coupled-mode system with application to nonlinear water waves propagating in finite water depth and in variable bathymetry regions

Coastal engineering (Amsterdam), 2011-04, Vol.58 (4), p.337-350

2011

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A coupled-mode technique for weakly nonlinear wave interaction with large floating structures lying over variable bathymetry regions

Applied ocean research, 2006-02, Vol.28 (1), p.59-76

2006

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Development of a novel nonlinear system identification scheme for the pressure fluctuation inside an oscillating water column-wave energy converter Part I: Theoretical background and harmonic excitation case

Ocean engineering, 2014-04, Vol.80, p.84-99

2014

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Directional wave spectrum transformation in the presence of strong depth and current inhomogeneities by means of coupled-mode model

Ocean engineering, 2014-09, Vol.87, p.84-96

2014

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Exact Stationary Solutions to a Class of Non-linear Stochastic Oscillators. Establishing New Benchmark Cases for Testing Numerical Solution Schemes

Procedia computer science, 2015, Vol.66, p.33-42

2015

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Exact stationary solutions to Fokker–Planck–Kolmogorov equation for oscillators using a new splitting technique and a new class of stochastically equivalent systems

Probabilistic engineering mechanics, 2016-07, Vol.45, p.22-30

2016

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A Gabor-Galerkin approach for solving infinite-energy problems with constrained-at-infinity admissible functions

Proceedings of the International Seminar Days on Diffraction, 2004, 2004, p.13-21

2004

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Generalized FPK equations corresponding to systems of nonlinear random differential equations excited by colored noise. Revisitation and new directions

Procedia computer science, 2018, Vol.136, p.164-173

2018

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Implementation of a fully nonlinear Hamiltonian Coupled-Mode Theory, and application to solitary wave problems over bathymetry

European journal of mechanics, B, Fluids, 2018-11, Vol.72, p.199-224

2018

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Moment data can be analytically completed

Probabilistic engineering mechanics, 2003-10, Vol.18 (4), p.329-338

2003

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Moment information for probability distributions, without solving the moment problem, II: Main-mass, tails and shape approximation

Journal of computational and applied mathematics, 2009-07, Vol.229 (1), p.7-15

2009

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The POSEIDON Nearshore Wave Model and its Application to the Prediction of the Wave Conditions in the Nearshore/Coastal Region of the Greek Seas

Journal of atmospheric and ocean science, 2002-01, Vol.8 (2-3), p.201-217

2002

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Probabilistic description of metocean parameters by means of kernel density models 1. Theoretical background and first results

Applied ocean research, 2002-02, Vol.24 (1), p.1-20

2002

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The truncated Hausdorff moment problem solved by using kernel density functions

Probabilistic engineering mechanics, 2002-07, Vol.17 (3), p.273-291

2002

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The truncated Stieltjes moment problem solved by using kernel density functions

Journal of computational and applied mathematics, 2012-11, Vol.236 (17), p.4193-4213

2012

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Underwater acoustic scattering from a radially layered cylindrical obstacle in a 3D ocean waveguide

Journal of sound and vibration, 2009-01, Vol.319 (3), p.1285-1300

2009

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A unified methodology for the analysis, completion and simulation of nonstationary time series with missing values, with application to wave data

Applied ocean research, 2001-08, Vol.23 (4), p.207-220

2001

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Acoustic wave propagation in inhomogeneous, layered waveguides based on modal expansions and hp-FEM

Bivariate distributions with given marginals with an application to wave climate description

A coupled-mode model for the refraction–diffraction of linear waves over steep three-dimensional bathymetry

A coupled-mode model for water wave scattering by horizontal, non-homogeneous current in general bottom topography

A coupled-mode system with application to nonlinear water waves propagating in finite water depth and in variable bathymetry regions

A coupled-mode technique for weakly nonlinear wave interaction with large floating structures lying over variable bathymetry regions

Development of a novel nonlinear system identification scheme for the pressure fluctuation inside an oscillating water column-wave energy converter Part I: Theoretical background and harmonic excitation case

Directional wave spectrum transformation in the presence of strong depth and current inhomogeneities by means of coupled-mode model

Exact Stationary Solutions to a Class of Non-linear Stochastic Oscillators. Establishing New Benchmark Cases for Testing Numerical Solution Schemes

Exact stationary solutions to Fokker–Planck–Kolmogorov equation for oscillators using a new splitting technique and a new class of stochastically equivalent systems

A Gabor-Galerkin approach for solving infinite-energy problems with constrained-at-infinity admissible functions

Generalized FPK equations corresponding to systems of nonlinear random differential equations excited by colored noise. Revisitation and new directions

Implementation of a fully nonlinear Hamiltonian Coupled-Mode Theory, and application to solitary wave problems over bathymetry

Moment data can be analytically completed

Moment information for probability distributions, without solving the moment problem, II: Main-mass, tails and shape approximation

The POSEIDON Nearshore Wave Model and its Application to the Prediction of the Wave Conditions in the Nearshore/Coastal Region of the Greek Seas

Probabilistic description of metocean parameters by means of kernel density models 1. Theoretical background and first results

The truncated Hausdorff moment problem solved by using kernel density functions

The truncated Stieltjes moment problem solved by using kernel density functions

Underwater acoustic scattering from a radially layered cylindrical obstacle in a 3D ocean waveguide

A unified methodology for the analysis, completion and simulation of nonstationary time series with missing values, with application to wave data

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