INVESTIGADORES
VIDELA GUZMAN Denis Eduardo
congresos y reuniones científicas
Título:
On diagonal equations over finite fields via walks in NEPS of graphs
Autor/es:
DENIS E. VIDELA
Reunión:
Congreso; MCA; 2021
Resumen:
We obtain an explicit combinatorial formula for the number of solutions (x1,?,xr)∈Fpab to the diagonal equation xk1+⋯+xkr=α over the finite field Fpab, with k=pab−1b(pa−1) and b>1 by using the number of r-walks in NEPS of complete graphs. This talk is based on a recent accepted article.
