The flip-flop statement for the kappaSeq chains #
With sHat_m := κ_m / (√(9/80) ε_m^{β+γ}), chains topped at t ε_M^{2β/(q+1)}, t ∈ {1/2, 2},
satisfy: log sHat_m alternates around ± log (t √(80/9)) up to O(ε_m^ρ).
Flip-flop for kappaSeq chains topped at t ε_M^{2β/(q+1)}, t ∈ {1/2, 2}: with the
normalisation sHat_m := κ_m / (√(9/80) ε_m^{β+γ}), log sHat_m alternates around
± log(t √(80/9)).
Equations
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