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Conference numerical analysis
High order methods
Honom 2019
PDEs

EUROPEAN WORKSHOP ON HIGH ORDER NONLINEAR NUMERICAL METHODS FOR EVOLUTIONARY PDEs: THEORY AND APPLICATIONS.

HONOM 2019

April, 1-5 2019

Venue: Escuela Técnica Superior de Ingenieros de Minas y Energía - Universidad Politécnica de Madrid

 

 

 

ORGANIZERS

 

ORGANIZING COMMITTEE

Claus-Dieter Munz
University of Stuttgart, Germany,
 munz@iag.uni-stuttgart.de

Remi Abgrall
University of Zurich, Switzerland,
 remi.abgrall@math.uzh.ch

Michael Dumbser
University of Trento, Italy
michael.dumbser@unitn.it

Eleuterio Toro
University of Trento, Italy
eleuterio.toro@unitn.it

 

LOCAL ORGANIZING COMMITTEE

Arturo Hidalgo (Chairman). arturo.hidalgo@upm.es

Carlos Conde

Francisco Javier Elorza

Alfredo López

Lourdes Tello

José Luis Parra

LOCAL ASSISTANT STAFF

Amanda Zoe Durán-Olmos.

Josué André Pérez-Martínez.

Laura Sánchez-Carro.

 

INVITED SPEAKERS

  • Jan Hesthaven - École Polytechnique Fédérale de Lausanne, Switzerland.
  • Raphael Loubère – Université de Bordeaux, France. 
  • Pep Mulet - Universitat de Valencia, Spain. 
  • Ilya Peshkov - Paul Sabatier University,Toulouse III, France.
  • Gabriella Puppo - Università degli Studi dell'Insubria, Italy.
  • Vladimir Titarev - Federal Research Center Computer Science and Control, Russia.
  • Svetlana Tokareva - Los Alamos National Laboratory, USA.
  • Maria Elena Vázquez-Cendón - Universidade de Santiago de Compostela, Spain.
  • Helen Yee - NASA Ames Research Center, USA.

WELCOME TO HONOM 2019

Mathematical modeling, based on Partial Differential Equations (PDEs) and numerical simulation are fundamental tools in the context of problems arising in engineering, physics, biology or medicine among many others, from the point of view of computational efficency and accuracy of the results obtained. In the field of computational fluid dynamics finite volume and discontinuous Galerkin methods are commonly used. In order to achieve high order of accuracy in space, high order reconstruction methods were firstly introduced in the 80s, namely Essentially Non Oscillatory (ENO) schemes. Later on Weighted ENO (WENO) techniques and Central WENO (CWENO) methods have been developed. Total Variation Diminishing (TVD) schemes allow to obtain well-established second order schemes. However, this TVD property is also used in Runge-Kutta schemes to get higher order of accuracy, such as the third order RK-TVD scheme which is widely used. More recently ADER approach, in the context of Riemann problems, was introduced which allows to obtain arbitrary order of accuracy. A step forward in ADER schemes are the so called Local Space-Time DG which allow to apply ADER method to problems with stiff source terms.

The aim of this conference is to present new research in the field of high order numerical methods applied to mathematical models based on PDEs to simulate a wide range of physical phenomena.

 

TOPICS OF THE CONFERENCE

High order finite difference and finite volume numerical schemes; DG methods; design of algorithms; adaptive mesh refinement; ENO, WENO and CWENO reconstruction, finite element methods, time stepping.
 
 

CONTRIBUTED PAPERS

The Abstract of the contribution in pdf format with no more than 2 pages should be submitted either through this web site in the section Abstracts Submission or by e-mail to:honom2019.minasyenergia@upm.es
 
 

IMPORTANT DATES

Final registration date: February 28, 2019

Deadline for Abstracts submission: January 31, 2019


HONOM 2019 is a satellite conference of:   

ICIAM 2019 – Valencia   

(International Congress on Industrial and Applied Mathematics)

http://iciam2019.org

 

 

 


 

The registration has finished.

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