Search Results - Kouèssi, Norbert Adédji

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  1. 1
    Balancing numbers which are products of three repdigits in base b

    Balancing numbers which are products of three repdigits in base b by Adédji, Kouèssi Norbert

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  2. 2
    On Mixed Concatenations of Pell and Pell-Lucas Numbers which are Pell Numbers

    On Mixed Concatenations of Pell and Pell-Lucas Numbers which are Pell Numbers by Kouèssi, Norbert Adédji, Trebješanin, Marija Bliznac

    Published in arXiv.org
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  3. 3
    Fibonacci and Lucas numbers as products of three repdgits in base g

    Fibonacci and Lucas numbers as products of three repdgits in base g by Adédji, Kouèssi Norbert, Filipin, Alan, Togbé, Alain

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  4. 4
    On b-repdigits as product of consecutive of Lucas members

    On b-repdigits as product of consecutive of Lucas members by Adédji, Kouèssi Norbert, Dossou-yovo, Virgile, Rihane, Salah Eddine, Togbé, Alain

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  5. 5
    On the solutions of the Diophantine equation F n ± a ( 10 m − 1 ) 9 = k

    On the solutions of the Diophantine equation F n ± a ( 10 m − 1 ) 9 = k by Adédji, Kouèssi Norbert, Luca, Florian, Togbé, Alain

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  6. 6
    Pell or Pell–Lucas numbers as concatenations of two repdigits in base b

    Pell or Pell–Lucas numbers as concatenations of two repdigits in base b by Adédji, Kouèssi Norbert, Filipin, Alan, Rihane, Salah Eddine, Togbé, Alain

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  7. 7
    On Mixed -Concatenations of Pell and Pell–Lucas Numbers which are Pell Numbers

    On Mixed -Concatenations of Pell and Pell–Lucas Numbers which are Pell Numbers by Adédji, Kouèssi Norbert, Trebješanin, Marija Bliznac

    Published in Mathematica Pannonica
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  8. 8
    On the solutions of the Diophantine equation Pn±a(10m-1)9=k

    On the solutions of the Diophantine equation Pn±a(10m-1)9=k by Adédji, Kouèssi Norbert, Luca, Florian, Togbé, Alain

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  9. 9
    On the solutions of the Diophantine equation $$P_n\pm \frac{a(10^m-1)}{9}=k!

    On the solutions of the Diophantine equation $$P_n\pm \frac{a(10^m-1)}{9}=k! by Adédji, Kouèssi Norbert, Luca, Florian, Togbé, Alain

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  10. 10
    Mulatu Numbers as Products of Three Generalized Lucas Numbers

    Mulatu Numbers as Products of Three Generalized Lucas Numbers by Adédji, Kouèssi Norbert, Adjakidjè, Roméo Jésugnon, Togbé, Alain

    Published in Mathematica Pannonica
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  11. 11
    On the Diophantine equations $$\varvec{P_{n}=b^{d}Q_{m}+Q_{k}}$$ and $$\varvec{Q_{n}=b^{d}P_{m}+P_{k}}$$ involving Pell and Pell–Lucas numbers

    On the Diophantine equations $$\varvec{P_{n}=b^{d}Q_{m}+Q_{k}}$$ and $$\varvec{Q_{n}=b^{d}P_{m}+P_{k}}$$ involving Pell and Pell–Lucas numbers by Adédji, Kouèssi Norbert, Faye, Mariama Ndao, Togbé, Alain

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  12. 12
    On Padovan or Perrin numbers as products of three repdigits in base $$\delta

    On Padovan or Perrin numbers as products of three repdigits in base $$\delta by Tiebekabe, Pagdame, Adédji, Kouèssi Norbert

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  13. 13
    On the Diophantine equations Pn=bdQm+Qk and Qn=bdPm+Pk involving Pell and Pell–Lucas numbers

    On the Diophantine equations Pn=bdQm+Qk and Qn=bdPm+Pk involving Pell and Pell–Lucas numbers by Adédji, Kouèssi Norbert, Faye, Mariama Ndao, Togbé, Alain

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  14. 14
    On b-concatenations of Padovan and Perrin numbers

    On b-concatenations of Padovan and Perrin numbers by Adédji, Kouèssi Norbert, Kandhil, Neelam, Togbé, Alain

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  15. 15
    Padovan and Perrin Numbers Which are Products of Two Repdigits in Base b

    Padovan and Perrin Numbers Which are Products of Two Repdigits in Base b by Adédji, Kouèssi Norbert, Filipin, Alan, Togbé, Alain

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  16. 16
    On the Diophantine pair {a,3a}

    On the Diophantine pair {a,3a} by Adédji, Kouèssi Norbert, He, Bo, Pintér, Ákos, Togbé, Alain

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  17. 17
    Narayana's cows numbers which are concatenations of three repdigits in base \(\rho\)

    Narayana's cows numbers which are concatenations of three repdigits in base \(\rho\) by Tiebekabe, Pagdame, Kouèssi, Norbert Adédji, Pindra, Nadjime, Mahouton, Norbert Hounkonnou

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  18. 18
    On the \(D(4)\)-pairs \(\{a, ka\}\) with \(k\in \{2,3,6\}\)

    On the \(D(4)\)-pairs \(\{a, ka\}\) with \(k\in \{2,3,6\}\) by Kouèssi, Norbert Adédji, Trebješanin, Marija Bliznac, Filipin, Alan, Togbé, Alain

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  19. 19
    Fibonacci and Lucas numbers as products of three repdigits in base \(g\)

    Fibonacci and Lucas numbers as products of three repdigits in base \(g\) by Kouessi, Norbert Adedji, Filipin, Alan, Togbe, Alain

    Published in arXiv.org
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  20. 20
    Pell or Pell-Lucas numbers as concatenations of two repdigits in base \(b\)

    Pell or Pell-Lucas numbers as concatenations of two repdigits in base \(b\) by Kouessi, Norbert Adedji, Filipin, Alan, Rihane, Salah Eddine, Togbe, Alain

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