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Thesis or internship Accelerate the linear solvers within MESHFREE(m/w/x)
Accelerating linear solvers for hydrostatic pressure equations within MESHFREE point cloud systems. Current studies in mathematics or computer science, with numerical discretization or iterative solvers experience required. Opportunity to pursue doctorate, with thesis or internship options.
Requirements
- Current studies in mathematics or computer science
- Experience in numerical discretization or iterative solvers
- Teamwork skills, creativity, and motivation
- Very good knowledge of German or English
Tasks
- Review literature on Krylov subspace recycling techniques
- Implement promising approaches for MESHFREE point cloud systems
- Solve linear systems for the hydrostatic pressure equation
- Analyze results using performance benchmarking
- Investigate and evaluate solver performance
- Integrate the most effective methods into MESHFREE
- Present research findings in a seminar
Education
- Currently in higher education
Languages
- German – Business Fluent
- English – Business Fluent
Tools & Technologies
- numerical discretization
- iterative solvers
Benefits
Other Benefits
- Thesis or internship
- Support for disabled applicants
Career Advancement
- Opportunity to pursue doctorate
Diverse Work
- Diverse and adaptable tasks
Not a perfect match?
- Fraunhofer-GesellschaftFull-timeInternshipOn-siteKaiserslautern
- Fraunhofer-Gesellschaft
Thesis or internship(m/w/x)
Full-timeInternshipOn-siteKaiserslautern - Fraunhofer-Gesellschaft
Abschlussarbeit oder Praktikum(m/w/x)
Full-timeInternshipOn-siteKaiserslautern - Fraunhofer-Gesellschaft
Masterarbeit oder Praktikum »Gitterfreie Methoden«(m/w/x)
Full-timeInternshipOn-siteKaiserslautern - Fraunhofer-Gesellschaft
Intern(m/w/x)
Full-timeInternshipOn-siteKaiserslautern
Thesis or internship Accelerate the linear solvers within MESHFREE(m/w/x)
Accelerating linear solvers for hydrostatic pressure equations within MESHFREE point cloud systems. Current studies in mathematics or computer science, with numerical discretization or iterative solvers experience required. Opportunity to pursue doctorate, with thesis or internship options.
Requirements
- Current studies in mathematics or computer science
- Experience in numerical discretization or iterative solvers
- Teamwork skills, creativity, and motivation
- Very good knowledge of German or English
Tasks
- Review literature on Krylov subspace recycling techniques
- Implement promising approaches for MESHFREE point cloud systems
- Solve linear systems for the hydrostatic pressure equation
- Analyze results using performance benchmarking
- Investigate and evaluate solver performance
- Integrate the most effective methods into MESHFREE
- Present research findings in a seminar
Education
- Currently in higher education
Languages
- German – Business Fluent
- English – Business Fluent
Tools & Technologies
- numerical discretization
- iterative solvers
Benefits
Other Benefits
- Thesis or internship
- Support for disabled applicants
Career Advancement
- Opportunity to pursue doctorate
Diverse Work
- Diverse and adaptable tasks
About the Company
Fraunhofer-Gesellschaft
Industry
Research
Description
Das Unternehmen ist eine der führenden Organisationen für anwendungsorientierte Forschung mit 76 Instituten in Deutschland.
Not a perfect match?
- Fraunhofer-Gesellschaft
Abschlussarbeit oder Praktikum Performance-Optimierung linearer Gleichungslöser in MESHFREE(m/w/x)
Full-timeInternshipOn-siteKaiserslautern - Fraunhofer-Gesellschaft
Thesis or internship(m/w/x)
Full-timeInternshipOn-siteKaiserslautern - Fraunhofer-Gesellschaft
Abschlussarbeit oder Praktikum(m/w/x)
Full-timeInternshipOn-siteKaiserslautern - Fraunhofer-Gesellschaft
Masterarbeit oder Praktikum »Gitterfreie Methoden«(m/w/x)
Full-timeInternshipOn-siteKaiserslautern - Fraunhofer-Gesellschaft
Intern(m/w/x)
Full-timeInternshipOn-siteKaiserslautern