2 problems

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The $2L-1$ conjecture in terms of Brown's gaps
Let $\\{H_n\\}$ be an incomplete positive linear recurrence sequence generated by $[c_1,\dots,c_L]$ , and let $B_{H,n}$ be its $n$ th Brown's gap. The $2L-1$ conjecture. If…
Conjectureopenbrown-criterion combinatorial-number-theory positive-linear-recurrencesarXiv posted 2 days ago
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The $2L-1$ conjecture for completeness of positive linear recurrence sequences
Let $[c_1,\dots,c_L]$ define a positive linear recurrence sequence (PLRS) $\\{H_n\\}$ , and let $B_{H,n}$ denote its $n$ th Brown's gap. The $2L-1$ conjecture. The sequence…
Conjectureopenbrown-criterion combinatorial-number-theory positive-linear-recurrencesarXiv posted 2 days ago

The 2L−12L-12L−1 conjecture in terms of Brown's gaps