Comparison of algebraic multigrid methods (classical vs aggregation) for the solution of linear systems arising from the discretization of continuous problems

Summary

Comparison of algebraic multigrid methods (classical vs aggregation) for the solution of linear systems arising from the discretization of continuous problems is a master's thesis^[1].

Key Facts

• Comparison of algebraic multigrid methods (classical vs aggregation) for the solution of linear systems arising from the discretization of continuous problems authored Sylvie Detournay^[2].
• Comparison of algebraic multigrid methods (classical vs aggregation) for the solution of linear systems arising from the discretization of continuous problems's instance of is recorded as master's thesis^[3].
• Comparison of algebraic multigrid methods (classical vs aggregation) for the solution of linear systems arising from the discretization of continuous problems's language of work or name is recorded as French^[4].
• Comparison of algebraic multigrid methods (classical vs aggregation) for the solution of linear systems arising from the discretization of continuous problems's publication date is recorded as +2006-00-00T00:00:00Z^[5].
• Comparison of algebraic multigrid methods (classical vs aggregation) for the solution of linear systems arising from the discretization of continuous problems's work available at URL is recorded as https://pure.unamur.be/ws/files/41738878/Sylvie_DETOURNAY.pdf^[6].
• Comparison of algebraic multigrid methods (classical vs aggregation) for the solution of linear systems arising from the discretization of continuous problems's number of pages is recorded as {'unit': '1', 'amount': '+135'}^[7].
• Comparison of algebraic multigrid methods (classical vs aggregation) for the solution of linear systems arising from the discretization of continuous problems's title is recorded as Comparaison de méthodes de multigrilles algébriques (type classique vs type agrégation) pour la résolution de systèmes linéaires issus de la discrétisation de problèmes continus^[8].
• Comparison of algebraic multigrid methods (classical vs aggregation) for the solution of linear systems arising from the discretization of continuous problems's title is recorded as Comparison of algebraic multigrid methods (classical vs aggregation) for the solution of linear systems arising from the discretization of continuous problems^[9].
• Comparison of algebraic multigrid methods (classical vs aggregation) for the solution of linear systems arising from the discretization of continuous problems's thesis submitted to is recorded as University of Namur^[10].
• Comparison of algebraic multigrid methods (classical vs aggregation) for the solution of linear systems arising from the discretization of continuous problems's CORE output ID is recorded as 326314323^[11].
• Comparison of algebraic multigrid methods (classical vs aggregation) for the solution of linear systems arising from the discretization of continuous problems's thesis committee member is recorded as Annick Sartenaer^[12].
• Comparison of algebraic multigrid methods (classical vs aggregation) for the solution of linear systems arising from the discretization of continuous problems's thesis committee member is recorded as Philippe Toint^[13].
• Comparison of algebraic multigrid methods (classical vs aggregation) for the solution of linear systems arising from the discretization of continuous problems's thesis committee member is recorded as Jean-Jacques Strodiot^[14].

Body

Designation and Status

Comparison of algebraic multigrid methods (classical vs aggregation) for the solution of linear systems arising from the discretization of continuous problems's instance of is recorded as master's thesis^[3].