Mathematical Reports - Comptes rendus mathématiques

of the Academy of Science | de l'Académie des sciences

Mathematical Reports
Comptes rendus mathématiques

of the Academy of Science | de l'Académie des sciences

11D61 — 2 articles found.

Perfect Powers that are Sums of Consecutive Squares

C. R. Math. Rep. Acad. Sci. Canada Vol. 40 (2) 2018, pp. 33-38
Vol.40 (2) 2018
Vandita Patel Details
(Received: 2017-08-08 , Revised: 2017-09-11 )
(Received: 2017-08-08 , Revised: 2017-09-11 )

Vandita Patel,Department of Mathematics, University of Toronto, Bahen Centre, 40 St. George St., Room 6290, Toronto, Ontario, Canada M5S 2E4; e-mail: vandita@math.utoronto.ca

Abstract/Résumé:

We determine all perfect powers that can be written as the sum of at most 10 consecutive squares.

Nous déterminons toutes les puisances \(n\)-ièmes qui peuvent être écrits comme la somme d’au plus 10 carrés consécutifs.

Keywords: Exponential equation

AMS Subject Classification: Exponential equations 11D61

PDF(click to download): Perfect Powers that are Sums of Consecutive Squares

A remark on a conjecture concerning Eisenstein numbers

C. R. Math. Rep. Acad. Sci. Canada Vol. 22 (3) 2000, pp. 105–110
Vol.22 (3) 2000
N. Terai Details
(Received: 1999-06-15 )
(Received: 1999-06-15 )

N. Terai

Abstract/Résumé:

No abstract available but the full text pdf may be downloaded at the title link below.

Keywords:

AMS Subject Classification: Exponential equations 11D61

PDF(click to download): A remark on a conjecture concerning Eisenstein numbers

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