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Lovett's linear independence conjecture for constrained polynomial sets
Lovett's linear independence conjecture. For integers $k,m,n\geq1$ , if $\mathcal{V}\subseteq\mathbb{N}^n$ satisfies $V(k)$ , then the polynomials in $P(k,\mathcal{V})$ are linearly…
Conjectureopenfinite-fields polynomial-linear-independence reed-solomon-codesarXiv posted 2 days ago

Lovett's linear independence conjecture for constrained polynomial sets