Sommaire du Fascicule no. 1

Hyperinvariant subspaces and transitive algebras.

Douglas, R. G. ; Pearcy, Carl

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p. 1-12

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The cluster set of the product of two functions in $H^{\infty}$.

Csordas, G. ; Hilden, Hugh M.

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p. 13-20

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Piecewise linear embeddings of bounded manifolds.

Edwards, C. H.

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p. 21-32

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Improper embeddings and unknottings of ${\rm PL}$ manifolds.

Ivanšić, Ivan

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p. 33-46

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Splitting locally compact abelian groups.

Fulp, Ronald O.

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p. 47-55

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The index of a subgroup of the symplectic modular group.

Spence, Edward

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p. 57-64

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Helson sets in compact and locally compact groups.

Dunkl, Charles F. ; Ramirez, Donald E.

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p. 65-69

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Necessary and sufficient conditions for Weyl's theorem.

Gustafson, Karl

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p. 71-81

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Approximations of doubly substochastic operators.

Kim, C. W.

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p. 83-95

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Sectioning bundles of high filtration and immersions.

Van Eps, John

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p. 97-107

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Stabilization of self-equivalences of the pseudoprojective spaces.

Sieradski, Allan J.

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p. 109-119

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Convex hypersurfaces.

Chen, C.-S.

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p. 121-127

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On the inner geometry of the second fundamental form.

Simon, Udo

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p. 129-132

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Cohomology of compact minimal submanifolds.

Kelly, Edmund F.

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p. 133-135

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On a partition theorem of Sylvester.

Ramamani, V. ; Venkatachaliengar, K.

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p. 137-140

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Rings of type II.

Matlis, Eben

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p. 141-147

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Density theorems for algebras of operators and annihilator Banach algebras.

Barnes, Bruce A.

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p. 149-155

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Two examples in surface area theory.

Breckenridge, J. C. ; Nishiura, T.

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p. 157-160

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A uniform-boundedness theorem for measures.

Stein, J. D.

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p. 161-165

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Bounded functions with one-sided spectral gaps.

Shapiro, Harold S.

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p. 167-172

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Normal analytic functions and Lindelöf's theorem.

Dragosh, Stephen

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p. 173-178

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The moduli of extremal functions.

Fisher, Stephen

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p. 179-183

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Singular inner functions with derivative in $B^p$.

Allen, H. A. ; Belna, C. L.

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p. 185-188

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Hyperinvariant subspaces for operators on the space of complex sequences.

Johnson, B. E. ; Shields, A. L.

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p. 189-191

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The sum of solid spheres.

Eaton, W. T.

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p. 193-207

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Quasi-commutativity of $H$-spaces.

Williams, F. D.

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p. 209-213

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Riemannian manifolds of constant curvature and the growth function of submanifolds.

Erbacher, Joseph

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p. 215-223

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Product manifolds that are not negative space forms.

Eberlein, Patrick

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p. 225-231

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Commutants of shifts on Banach spaces.

Crownover, Richard M.

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p. 233-247

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Limits of nilpotent and quasinilpotent operators.

Hedlund, James H.

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p. 249-255

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The Marx conjecture for starlike functions.

Hummel, J. A.

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p. 257-266

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Two-slit mappings and the Marx conjecture.

Duren, Peter L. ; McLaughlin, Renate

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p. 267-273

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Green's measure and harmonic measure.

Arsove, Maynard

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p. 275-276

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The distance to vertical asymptotes for solutions of second-order differential equations.

Bobisud, L. E.

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p. 277-283

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An example of Torrigiani related to multiple Fourier series.

Goffman, Casper

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p. 285-287

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The evaluation map and homology.

Gottlieb, Daniel H.

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p. 289-297

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Compactness properties of topological groups.

Wu, T. S. ; Yu, Y. K.

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p. 299-313

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Some applications of a theorem of W. M. Schmidt.

Fujiwara, Masahiko

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p. 315-319

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Sets of constant distance from a planar set.

Brown, Morton

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p. 321-323

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Pairs of additive equations.

Cook, R. J.

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p. 325-331

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Finite groups in which any two primary subgroups of the same order are conjugate.

Gross, Fletcher

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p. 333-339

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Primitive groups, Moore graphs, and rational curves.

Fried, Michael ; Smith, John H.

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p. 341-346

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Holomorphic idempotents and common fixed points on the $2$-disk.

Eustice, Dan J.

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p. 347-352

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Vector-valued analytic functions.

Taylor, Michael E.

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p. 353-356

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Holomorphic functions with linearly accessible asymptotic values.

Haddad, David C.

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p. 357-360

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Applications of extreme-point theory to univalent functions.

MacGregor, Thomas H.

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p. 361-376

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The integral means of close-to-convex functions.

Wilken, Donald R.

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p. 377-379

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On the asymptotic behavior of functions holomorphic in the unit disc.

Ryan, Frank B.

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p. 381-382

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Asympototic paths for power series with exponents of the form $n^p$.

Sons, L. R.

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p. 383-384

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The essential range of a function of class $H^{\infty}+C$.

Zalcman, Lawrence

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p. 385-386

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On Fourier transforms of functions in $H^p(R_{+}^{n+1})$ for $p\leq 1$.

Walsh, T.

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p. 387-399

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On the existence of simple quadratures.

Haber, Seymour

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p. 401-410

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