Among degree $n$ polynomial maps of $[0,1]$ to itself, are Axiom A open and dense. Do bad ones form a stratified set? ...
The next two are named again (91) and (92) on the following page (and are barely legible)
seems that the second Problem 91 is a multi-body mechanics problem?
a. 3 particles on $S^1$; how do you do it?
b. 2 particles on $T^2$ with different mass
and there is a parenthetical "(write Keane)"
see
O. Kozlovski, W. Shen, S. van Strien, Density of hyperbolicity in dimension one. Ann. of Math. 166 (2007), 145–182.
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The next two are named again (91) and (92) on the following page (and are barely legible)
BHM
seems that the second Problem 91 is a multi-body mechanics problem?
a. 3 particles on $S^1$; how do you do it?
b. 2 particles on $T^2$ with different mass
and there is a parenthetical "(write Keane)"
see
see
O. Kozlovski, W. Shen, S. van Strien, Density of hyperbolicity in dimension one. Ann. of Math. 166 (2007), 145–182.
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