Narayana Narayana numbers as product of three repdigits in base g

2 lessons

Repdigits The Diophantine equation $a(\dfrac{b^k-1}{b -1 }) = U_n - U_m$, Pagdame Tiebekabe

2 lessons

Tribonacci numbers On solutions of the Diophantine equation $T_l=U_n-U_m$

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Tiebekabe and Kouèssi ON PADOVAN OR PERRIN NUMBERS AS PRODUCTS OF THREE REPDIGITS IN BASE $\delat$

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F_n-F_n=3^a POWERS OF THREE AS DIFFERENCE OF TWO FIBONACCI NUMBERS

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Pagdame Tiebekabe NEW DIVISIBILITY TESTS

2 lessons

Article Linear forms in logarithms and the mathematical method of diophantine equations: applications in chemistry and physics

2 lessons

Linear forms in logarithms ON SOLUTIONS OF THE DIOPHANTINE EQUATION $F_{n_1} + F_{n_2} + F_{n_3} + F_{n_4} = 2^a$

2 lessons

Algebra ON COMMON INDEX DIVISORS AND MONOGENITY OF NONIC NUMBER FIELDS DEFINED BY TRINOMIALS OF TYPE $x^9 + ax + b$; Pagdame Tiebekabe

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Baker's Theory On Pillai’s problem involving two linear recurrent sequences: Padovan and Fibonacci ; Pagdame Tiebekabe

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Algebraic Number Theory A NOTE ON NON MONOGENITY OF CERTAIN SEPTIC NUMBER FIELDS

2 lessons

Diophantine equation Narayana’s cows numbers which are concatenations of three repdigits in base ρ

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Théorie des nombres On solutions of the Diophantine equation $L_n \pm L_m = p^a$ ; Pagdame Tiebekabe

2 lessons

Algèbre On solutions of the Diophantine equation $L_n + L_m = 3^a$ ; Pagdame Tiebekabe

2 lessons