A new class of geometric dispersion models associated with geometric sums is introduced by combining a geometric tilting operation with geometric compounding, in much the same way that exponential ...
Nous donnons une interprétation géométrique à deux types distincts de sommes d'exponentielles. L'une d'elles correspond au moment d'ordre trois des sommes de Kloosterman sur F q de type K(v²; q). Nous ...
Combinatorial geometry and finite fields constitute a vibrant area of research that bridges classical geometric intuition with discrete algebraic structures. This interdisciplinary field examines the ...
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