SCSCP

Symbolic Computation Software Composability Protocol In the direction of the software composability, on the first step we designed the Symbolic Computation Software Composability Protocol (SCSCP) by which a computer algebra system (CAS) may offer services and a client may employ them. We envisage clients for this protocol including: Web server which passes on the same services as Web services using SOAP/HTTP protocols to a variety of possible clients; Grid middleware; Another instance of the same CAS (in a parallel computing context); Another CAS running on the same computer system or remotely.

Keywords for this software

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References in zbMATH (referenced in 10 articles , 1 standard article )

Showing results 1 to 10 of 10.
Sorted by year (citations)

  1. Minimair, Manfred: Collaborative computer algebra (2017)
  2. Botana, Francisco; Kovács, Zoltán: A Singular web service for geometric computations (2015)
  3. Maier, P.; Stewart, R.; Trinder, P. W.: Reliable scalable symbolic computation: the design of SymGridPar2 (2014) ioport
  4. Linton, S.; Hammond, K.; Konovalov, A.; Brown, C.; Trinder, P. W.; Loidl, H.-W.; Horn, P.; Roozemond, D.: Easy composition of symbolic computation software using SCSCP: a new Lingua Franca for symbolic computation (2013)
  5. Komendantsky, Vladimir; Konovalov, Alexander; Linton, Steve: Interfacing Coq + SSReflect with GAP (2012)
  6. Heras, Jónathan; Pascual, Vico; Rubio, Julio: A system for computing and reasoning in algebraic topology (2011)
  7. Kredel, Heinz; Jolly, Raphael: Generic, type-safe and object oriented computer algebra software (2010)
  8. Linton, S.; Hammond, K.; Konovalov, A.; Al Zain, A. D.; Trinder, P.; Horn, P.; Roozemond, D.: Easy composition of symbolic computation software: a new lingua franca for symbolic computation (2010)
  9. Horn, Peter; Roozemond, Dan: OpenMath in SCIEnce: SCSCP and POPCORN (2009)
  10. Freundt, Sebastian; Horn, Peter; Konovalov, Alexander; Linton, Steve; Roozemond, Dan: Symbolic computation software composability (2008)


Further publications can be found at: http://www.symcomp.org/Publications