History of Minimum dilatations of pseudo-Anosov maps with orientable invariant foliations

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when	who	what
2026-09-20 05:33	zeta3	explain the missing genus-six row	current reviewed
2026-09-20 04:47	zeta3	clarify non-Salem root count
2026-09-20 04:08	zeta3	explain genus six gap
2026-09-20 04:07	zeta3	attach seven-genus generator
2026-09-20 02:55	zeta3	explained realized genus 7 and 8 values
2026-09-20 02:53	zeta3 with codex-cli	added realized genus 7 and 8 orientable dilatations
2026-09-20 02:53	zeta3	added sources for genus 7 and 8 realizations
2026-09-16 22:08	zeta3 table-repair@1.109+64cc4f29	clarify orientable minimum and related tables
2026-09-16 21:54	zeta3 table-build@1.130+3450381c	addressed audit findings
2026-09-16 21:52	zeta3 table-build@1.130+3450381c	added runnable program after fill
2026-09-16 21:52	zeta3 with codex table- table-build@1.130+3450381c	isolated polynomial roots
2026-09-16 21:48	zeta3 table-build@1.130+3450381c	drafted definition before computing values

What changed between 2026-09-20 04:47 and 2026-09-20 05:33

from line 22 (7 lines, 2 more than before) @@ -22,5 +22,7 @@

   comment-monotonicity: Lanneau and Thiffeault prove $\delta_6^+\geq\delta_5^+$, so     the orientable minimum dilatations are not strictly decreasing with genus CITE{LT}.-    The known values also have $\delta_7^+<\delta_8^+$.+    There is no $g=6$ row because $\delta_6^+$ is not known; Lanneau and Thiffeault's+    inequality is only a lower bound CITE{HironakaSurvey}. The known values also have+    $\delta_7^+<\delta_8^+$. Formulas:   formula-polynomials: For the rows held here, $\delta_g^+$ is the largest real root