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PETE

PETE: The Portable Expression Template Engine. PETE, short for ”Portable Expression Template Engine,” is a C++ framework that lets users easily add expression-template functionality to container classes and perform complex expression manipulations.

Keywords for this software

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  • high-performance computing
  • Poisson equation
  • generic programming
  • sparse vector
  • TeleGen
  • functional programming
  • discrete differential operators
  • telescoping languages
  • C++
  • expression templates
  • operators for systems of equations
  • restriction operators to subgrids
  • algorithms
  • finite element method
  • numerical results
  • Stokes equation
  • Stokes operator
  • boundary integral operators
  • dynamic memory management
  • multilevel restriction and prolongation operators
  • sparse matrix

  • URL: www.drdobbs.com/cpp/pe...
  • InternetArchive / old-URL
  • Authors: Scott Haney, James Crotinger, Steve Karmesin, Stephen Smith

  • Add information on this software.


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References in zbMATH (referenced in 7 articles )

Showing results 1 to 7 of 7.
y Sorted by year (citations)

  1. Härdtlein, J.; Pflaum, C.; Linke, A.; Wolters, C. H.: Advanced expression templates programming (2010) ioport
  2. Järvi, Jaakko; Powell, Gary; Lumsdaine, Andrew: The Lambda Library: Unnamed functions in C++ (2003)
  3. Gockenbach, Mark S.; Reynolds, Daniel R.; Shen, Peng; Symes, William W.: Efficient and automatic implementation of the adjoint state method (2002)
  4. Manzini, G.; Mazet, S.: An object-oriented interface for the dynamic memory management of sparse discrete mathematical operators in numerical scientific applications (2002)
  5. Kennedy, Ken; Broom, Bradley; Cooper, Keith; Dongarra, Jack; Fowler, Rob; Gannon, Dennis; Johnsson, Lennart; Mellor-Crummey, John; Torczon, Linda: Telescoping languages: A strategy for automatic generation of scientific problem-solving systems from annotated libraries (2001)
  6. Pflaum, Christoph: Expression templates for partial differential equations (2001)
  7. Oldehoeft, Rod: Taming complexity in high-performance computing (2000)

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  • MSC classification / top
    • Top MSC classes
      • 35 Partial differential...
      • 65 Numerical analysis
      • 68 Computer science

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