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On the representation error in data assimilation

Quarterly journal of the Royal Meteorological Society, 2018-04, Vol.144 (713), p.1257-1278

2018

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Kilometre‐scale ensemble data assimilation for the COSMO model (KENDA)

Quarterly journal of the Royal Meteorological Society, 2016-04, Vol.142 (696), p.1453-1472

2016

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Observation Error Statistics for Doppler Radar Radial Wind Superobservations Assimilated into the DWD COSMO-KENDA System

Monthly weather review, 2019-09, Vol.147 (9), p.3351-3364

2019

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Assimilation of 3D radar reflectivities with an ensemble Kalman filter on the convective scale

Quarterly journal of the Royal Meteorological Society, 2016-04, Vol.142 (696), p.1490-1504

2016

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A concept for the assimilation of satellite cloud information in an Ensemble Kalman Filter: single‐observation experiments

Quarterly journal of the Royal Meteorological Society, 2015-04, Vol.141 (688), p.893-908

2015

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HOW CAN EXISTING GROUND-BASED PROFILING INSTRUMENTS IMPROVE EUROPEAN WEATHER FORECASTS?

Bulletin of the American Meteorological Society, 2019-04, Vol.100 (4), p.605-620

2019

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Editorial: Data Assimilation of Nonlocal Observations in Complex Systems

Frontiers in applied mathematics and statistics, 2021-05, Vol.7

2021

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A survey on sampling and probe methods for inverse problems

Inverse problems, 2006-04, Vol.22 (2), p.R1-R47

Potthast, Roland

2006

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A multi-section approach for rough surface reconstruction via the Kirsch–Kress scheme

Inverse problems, 2010-04, Vol.26 (4), p.045007-045007

2010

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An iterative contractive framework for probe methods: LASSO

Radio science, 2011-10, Vol.46 (5), p.np-n/a

Potthast, R. W. E.

2011

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Assimilation of SEVIRI Water Vapor Channels With an Ensemble Kalman Filter on the Convective Scale

Frontiers in earth science (Lausanne), 2020-03, Vol.8

2020

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Frechet differentiability of boundary integral operators in inverse acoustic scattering

Inverse problems, 1994-04, Vol.10 (2), p.431-447

Potthast, R

1994

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SPECIAL ISSUE DEDICATED TO RAINER KRESS

The Journal of integral equations and applications, 2009-06, Vol.21 (2), p.149-151

POTTHAST, ROLAND

2009

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A point source method for inverse acoustic and electromagnetic obstacle scattering problems

IMA journal of applied mathematics, 1998-10, Vol.61 (2), p.119-140

Potthast, R

1998

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The singular sources method for 3D inverse acoustic obstacle scattering problems

IMA journal of applied mathematics, 2010-02, Vol.75 (1), p.1-16

2010

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Development and application of a backscatter lidar forward operator for quantitative validation of aerosol dispersion models and future data assimilation

Atmospheric measurement techniques, 2017-12, Vol.10 (12), p.4705-4726

2017

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From the Kirsch-Kress potential method via the range test to the singular sources method

Journal of physics. Conference series, 2005-01, Vol.12 (1), p.116-127, Article 116

2005

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The point-source method for 3D reconstructions for the Helmholtz and Maxwell equations

Inverse problems, 2006-02, Vol.22 (1), p.331-353

2006

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On the convergence of a new Newton-type method in inverse scattering

Inverse problems, 2001-10, Vol.17 (5), p.1419-1434

Potthast, Roland

2001

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Stability estimates and reconstructions in inverse acoustic scattering using singular sources

Journal of computational and applied mathematics, 2000-02, Vol.114 (2), p.247-274

Potthast, Roland

2000

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WIVERN: A New Satellite Concept to Provide Global In-Cloud Winds, Precipitation, and Cloud Properties

Bulletin of the American Meteorological Society, 2018-08, Vol.99 (8), p.1669-1688

2018

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Magnetotomography—a new method for analysing fuel cell performance and quality

Journal of power sources, 2005-04, Vol.143 (1), p.67-74

2005

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On the domain derivative for scattering by impenetrable obstacles in chiral media

IMA journal of applied mathematics, 2003-12, Vol.68 (6), p.621-635

2003

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A new non-iterative singular sources method for the reconstruction of piecewise constant media

Numerische Mathematik, 2004-10, Vol.98 (4), p.703-730

POTTHAST, Roland

2004

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A simple method using Morozov's discrepancy principle for solving inverse scattering problems

Inverse problems, 1997-12, Vol.13 (6), p.1477-1493

1997

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On the representation error in data assimilation

Kilometre‐scale ensemble data assimilation for the COSMO model (KENDA)

Observation Error Statistics for Doppler Radar Radial Wind Superobservations Assimilated into the DWD COSMO-KENDA System

Assimilation of 3D radar reflectivities with an ensemble Kalman filter on the convective scale

A concept for the assimilation of satellite cloud information in an Ensemble Kalman Filter: single‐observation experiments

HOW CAN EXISTING GROUND-BASED PROFILING INSTRUMENTS IMPROVE EUROPEAN WEATHER FORECASTS?

Editorial: Data Assimilation of Nonlocal Observations in Complex Systems

A survey on sampling and probe methods for inverse problems

A multi-section approach for rough surface reconstruction via the Kirsch–Kress scheme

An iterative contractive framework for probe methods: LASSO

Assimilation of SEVIRI Water Vapor Channels With an Ensemble Kalman Filter on the Convective Scale

Frechet differentiability of boundary integral operators in inverse acoustic scattering

SPECIAL ISSUE DEDICATED TO RAINER KRESS

A point source method for inverse acoustic and electromagnetic obstacle scattering problems

The singular sources method for 3D inverse acoustic obstacle scattering problems

Development and application of a backscatter lidar forward operator for quantitative validation of aerosol dispersion models and future data assimilation

From the Kirsch-Kress potential method via the range test to the singular sources method

The point-source method for 3D reconstructions for the Helmholtz and Maxwell equations

On the convergence of a new Newton-type method in inverse scattering

Stability estimates and reconstructions in inverse acoustic scattering using singular sources

WIVERN: A New Satellite Concept to Provide Global In-Cloud Winds, Precipitation, and Cloud Properties

Magnetotomography—a new method for analysing fuel cell performance and quality

On the domain derivative for scattering by impenetrable obstacles in chiral media

A new non-iterative singular sources method for the reconstruction of piecewise constant media

A simple method using Morozov's discrepancy principle for solving inverse scattering problems

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