Vector cross product differential and difference equations in R-3 and in R-7

Beites, P. D.; Nicolás, A. P.; Saraiva, Paulo; Vitoria, Jose

http://hdl.handle.net/10400.6/9044

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Through a matrix approach of the 2-fold vector cross product in R^3 and in R^7, some vector cross product di erential and di erence equations are studied. Either the classical theory or convenient Drazin inverses, of elements belonging to the class of index 1 matrices, are applied.