## Institute for Mathematical Sciences

## Available preprints for 1992

ims92-1
** M. Martens
**
* The Existence of Sigma-Finite Invariant Measures, Applications to Real One-Dimensional Dynamics.*
ims92-2

** J. Graczyk, G. Swiatek, F.M. Tangerman,& J.J.P. Veerman
**
* Scalings in Circle Maps III*
ims92-3

** J. Milnor (appendix by A. Poirier)
**
* Hyperbolic Components in Spaces of Polynomial Maps*
ims92-4

** E. Cawley
**
* The Teichm\"uller Space of the Standard Action of $SL(2,Z)$ on $T^2$ is Trivial.*
ims92-5

** Y. Jiang
**
* Dynamics of certain non-conformal semigroups*
ims92-6

** F. Przytycki and F. Tangerman
**
* Cantor Sets in the Line: Scaling Function and the Smoothness of the Shift Map.*
ims92-7

** B. Bielefeld and M. Lyubich
**
* Problems in Holomorphic Dynamics*
ims92-8

** E. Bedford, M. Lyubich, and J. Smillie
**
* Polynomial Diffeomorphisms of C^2, IV: The Measure of Maximal Entropy and Laminar Currents*
ims92-9

** J. Graczyk and G. Swiatek
**
* Singular Measures in Circle Dynamics.*
ims92-10

** G. Swiatek
**
* Hyperbolicity is Dense in the Real Quadratic Family.*
ims92-11

** J. Milnor
**
* Local Connectivity of Julia Sets: Expository Lectures*
ims92-12

** A. Poirier
**
* Hubbard Forests*
ims92-13

** P. Boyland
**
* Weak Disks of Denjoy Minimal Sets.*
ims92-14

** J. Milnor
**
* Remarks on Quadratic Rational Maps*
ims92-15

** C. Gole
**
* Optical Hamiltonians and Symplectic Twist Maps*
ims92-16

** C. Liverani and M. Wojtkowski
**
* Ergodicity in Hamiltonian Systems.*
ims92-17

** M. Martens
**
* Distortion Results and Invariant Cantor Sets of Unimodal Maps.*
ims92-18

** M. Lyubich
**
* Combinatorics, Geometry and Attractors of Quasi-Quadratic Maps.*