PUMA

academical publication management
collect, organize, and share publications

( en | de )

 

user
  • tag
  • user
  • group
  • author
  • concept
  • BibTeX key
  • search
@mhartmann
  •  sign in
  • groups
  • persons
  • University Bibliography
  •  sign in

Login

Login as group.

@

I've lost my password.


Login with ac- oder st-account

sign in
  1. user
  2. @mhartmann
  3. error methods, finite

Publication title

    No matching posts.
  • ⟨⟨
  • ⟨
  • ⟩
  • ⟩⟩

publications  (hide)2  
  • display
  • all
  • publications only
  • publications per page
  • 5
  • 10
  • 20
  • 50
  • 100
  • sort by
  • added at
  • title
  • author
  • publication date
  • entry type
  • help for advanced sorting...
  • BibTeX
  • CSV
  • RDF
  • RSS
  • more...

  •  

     
    7A posteriori error estimates with point sources in fractional sobolev spaces
     

    F. Gaspoz, P. Morin, and A. Veeser. Numerical Methods for Partial Differential Equations, 33 (4): 1018--1042 (2017)
    7 years ago by @mhartmann
    show all tags
    • Dirac
    • Sobolev
    • a
    • adaptivity,
    • element
    • error
    • estimators,
    • finite
    • fractional
    • mass,
    • methods,
    • posteriori
    • spaces
    • vorlaeufig
     
      DiracSobolevaadaptivity,elementerrorestimators,finitefractionalmass,methods,posteriorispacesvorlaeufig
      copydeleteadd this publication to your clipboard
      • community post
      • history of this post
      • URL
      • DOI
      • BibTeX
      • EndNote
      • APA
      • Chicago
      • DIN 1505
      • Harvard
      • MSOffice XML
       
       
    •  

       
      2A convergent time-space adaptive $dG(s)$ finite element method for parabolic problems motivated by equal error distribution
       

      F. Gaspoz, C. Kreuzer, K. Siebert, and D. Ziegler. (2017)
      7 years ago by @mhartmann
      show all tags
      • a
      • adaptivity,
      • convergence,
      • element
      • equation
      • error
      • estimators,
      • finite
      • heat
      • methods,
      • posteriori
      • vorlaeufig
       
        aadaptivity,convergence,elementequationerrorestimators,finiteheatmethods,posteriorivorlaeufig
        copydeleteadd this publication to your clipboard
        • community post
        • history of this post
        • URL
        • DOI
        • BibTeX
        • EndNote
        • APA
        • Chicago
        • DIN 1505
        • Harvard
        • MSOffice XML
         
         
      • ⟨⟨
      • ⟨
      • 1
      • ⟩
      • ⟩⟩

      browse

      • error methods, finite as tag from all users

      related tags

      • + | element
      • + | estimators,
      • + | posteriori
      • + | vorlaeufig
      • + | a
      • + | adaptivity,
      • + | equation
      • + | heat
      • + | dirac
      • + | sobolev
      • + | fractional
      • + | mass,
      • + | spaces
      • + | convergence,

      concepts

      tags

      • vorlaeufig
      • imported
      • unibibliografie
      • wos
      • mult
      • finite
      • methods,
      • error
      • element
      • Adaptive
      • posteriori
      • method
      • method;
      • and
      • phase
      • software,
      • a
      • systems,
      • adaptive
      • kernel
      • discontinuous
      • potential
      • of
      • Sobolev
      • convergence
      • flow
      • flow;
      • model
      • decomposition,
      • value
      • projection
      • formation,
      • software
      • interface,
      • symmetrizer,
      • decomposition;
      • Finite
      • models,
      • elasticity;
      • Lipschitz
      • reaction--diffusion
      • Liquid
      • volume
      • estimates,
      • a-posteriori
      • iterative
      • design
      • Galerkin
      • elements
      What is PUMA?
      Getting Started
      Browser Buttons
      Help
      Contact & Privacy
      Impressum
      Privacy & Terms of Use
      Cookies
      Report Issues
      Integration
      PUMA
      TYPO3 Extension
      WordPress Plugin
      Java REST Client
      Supported Sites
      more
      About PUMA
      Background
      Blog
      Social Media
       Facebook

      PUMA is offered by Universitätsbibliothek Stuttgart.