The linear escape limit set

The Linear Escape Limit Set

If G is any Kleinian group, we show that the dimension of the limit set Λ is always equal to either the dimension of the bounded geodesics or the dimension of the geodesics that escape to infinity at linear speed. Suppose G is a discrete group of isometries on hyperbolic space B, n ≥ 2. The limit set Λ ⊂ Sn−1 is defined to be the accumulation set of the G-orbit of 0 ∈ B. A point x ∈ Λ can be as...

Mission : Impossible ( Escape from the Lyman Limit ) ⋆

We investigate the intrinsic opacity of high-redshift galaxies to outgoing ionising photons using high-quality photometry of a sample of 27 spectroscopically-identified galaxies of redshift 1.9 < z < 3.5 in the Hubble Deep Field. Our measurement is based on maximum-likelihood fitting of model galaxy spectral energy distributions— including the effects of intrinsic Lyman-limit absorption and ran...

The Limit Set of the Handlebody Set Has Measure Zero

This note fixes a small gap in the proof in [4] that the limit set of the handlebody set has measure zero.

on the effect of linear & non-linear texts on students comprehension and recalling

چکیده ندارد.

OPTi's Algorithm for Drawing the Limit Set