# WMI Preprints 1974

*Locally finite representations,*

by J.A. Green

*Endomorphisms of a Lebesque space III,*

by W. Parry

*Conflicting judgements caused by stress,*

by E.C. Zeeman

*Local contractibility of spaces of homeomorphisms,*

by D.B. Gauld

*Subnormal, core-free, quasinormal subgroups are solvable,*

by F. Gross

*Geodesic foliations by circles,*

by A.W. Wadsley

*Indecomposables in a block with a cyclic defect group,*

by R.M. Peacock

*Stable probability measures on R ^{n},*

by K. Schmidt

*On the cohomology of groups of moduli spaces of vector bundles on curves,*

by G. Harder & M.S. Narasimhan

*Groups of automorphisms of abelian S1-groups,*

by B. Hartley

*Topological Markov chains and suspensions,*

by W. Parry

*Flow equivalence of topological Markov chains,*

by W. Parry & D. Sullivan

*A note on cocycles of unitary representations,*

by W. Parry & K. Schmidt

*Fibrations and cofibred pairs,*

by P.I. Booth

*Fibrations, mapping spaces and generalised cohomology,*

by P.I. Booth

*Foliations with all leaves compact,*

by D.B.A. Epstein

*Splitting over nilpotent and hypercentral residuals,*

by B. Hartley & M.J. Tomkinson

*The simplicial extension theorem,*

by B.J. Sanderson

*Natural differential operators on Riemannian manifolds and representations of the orthogonal and special orthogonal groups,*

by P. Stredder

*A variational principle for the pressure of a continuous Z*

_{2}-action on a compact metric space,J. Palis & C.C. Pugh, eds. Fifty problems in dynamical systems,

by S.A. Elsanousi

*Two applications of the twisted wreath product,*

by T.O. Hawkes

*On the discrete series representations of the classical groups over finite fields,*

by G. Lusztig

*Modular subgroups of infinite groups,*

by S.E. Stonehewer

*Bundles of spectra,*

by C.A. Robinson

*Ruelle's operator theorem and g-measures,*

by P. Walters

*The non-existence of certain harmonic maps,*

by L. Lemaire

*Divisibility of projective modules of finite Chevalley groups by the Steinberg module,*

by G. Lusztig

*Cohomology and skew products of ergodic transformations,*

by K. Schmidt

*Extensions of flows and unique ergodicity,*

by K. Schmidt

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Mathematics Institute

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