On the Number of Solutions to the Equation (x1 + ⋯ + x n ) m = ax1 ⋯ x n over the Finite Field F $$ \mathbb{F} $$ q for gcd(m − n, q − 1) = 7 and gcd(m − n, q − 1) = 14

Author:

Baoulina Ioulia

Publisher

Hindustan Book Agency

Reference8 articles.

1. Yu. N. Baulina, On the number of solutions of the equation (x1+⋯+xn)2 = ax1⋯xn in the finite field F $$ \mathbb{F} $$ q for gcd(n —2, q—1) = 7 and for gcd(n —2, q—1) = 14 (Russian), Chebyshevskiῐ Sb. 1 (2001) 5–14.

2. Yu. N. Baulina, On the explicit formulas for the number of solutions of the equation (x1+⋯+xn)2 = ax1⋯xn in a finite field (Russian), Sibirsk. Mat. Zh. 44 (2003) 21–26; translation in Siberian Math. J. 44 (2003) 17–21.

3. Yu. N. Baulina, On the number of solutions of the equation (x1+⋯+xn)m = ax1⋯xn in a finite field (Russian), Diskret. Mat. 16 (2004) 41–48; translation in Discrete Math. Appl. 14 (2004) 501–508.

4. I. Baoulina, On a problem of Carlitz, Int. J. Number Theory 1 (2005) 293–307.

5. I. Baoulina, On a generalized problem of Carlitz, Chebyshevskiῐ Sb. 7 (2006) 129–139.

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