Daniel Flores

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20232025

most citedA circle method approach to K-multimagic squares

1 citations · 1 across the 4 of their papers we have counts for

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math.NT2025

The Hasse principle for random homogeneous polynomials in thin sets

Daniel Flores, Kiseok Yeon

Let $d$ and $n$ be natural numbers. Let $ν_{d, n} : R^{n} \to R^{N}$ denote the Veronese embedding with $N = N_{n, d} := (d n + d - 1)$ , defined by listing all t…

math.NT2025

Existence of $K$ -multimagic squares and magic squares of $k$ th powers with distinct entries

Daniel Flores

We demonstrate the existence of $K$ -multimagic squares of order $N$ consisting of distinct integers whenever $N > 2 K (K + 1)$ . This improves upon our earlier result in which we only re…

The Hasse principle for random homogeneous polynomials in thin sets

Existence of K-multimagic squares and magic squares of kth powers with distinct entries

Existence of $K$ -multimagic squares and magic squares of $k$ th powers with distinct entries