Sommaire du Fascicule no. 1

On hyperbolic surfaces in three-dimensional Euclidean space.

Jenkins, James A.

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p. 1-5

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Closed metric foliations.

Reinhart, Bruce L.

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p. 7-9

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On the structure of semigroups with identity on a noncompact manifold.

Lester, Anne

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p. 11-19

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Relation algebras and projective geometries.

Lyndon, R. C.

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p. 21-28

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Power maps in rings.

Herstein, I. N.

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p. 29-32

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On normal EPr matrices.

Pearl, Martin

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p. 33-37

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The Schur index in the theory of group representations.

Reiner, Irving

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p. 39-47

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On some metric properties of polynomials with real zeros. II.

Pommerenke, Ch.

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p. 49-54

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Homotopically homogeneous polyhedra.

Curtis, M. L.

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p. 55-60

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Dense subsets in the spaces $l_p$.

Mitrović, Dragiša

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p. 61-64

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Summability and associative infinite matrices.

Coomes, H. R. ; Cowling, V. F.

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p. 65-70

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Partnership games with secret signals prohibited.

Fox, Martin ; Rubin, Herman

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p. 71-76

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Connected sets of Wada.

Swingle, Paul M.

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p. 77-95

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On metric properties of complex polynomials.

Pommerenke, Ch.

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p. 97-115

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A characterization of the analytic operator among the Loewner-Benson operators.

Lewkowicz, R. E.

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p. 117-128

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Derivations and embeddings of a field in its power series ring. II.

Heerema, Nickolas

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p. 129-134

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On the maximal domain of a ``monotone'' function.

Minty, George J.

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p. 135-137

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Transformation groups with orbits of uniform dimension.

Bredon, Glen E.

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p. 139-147

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Approximation of algebraic numbers by algebraic numbers.

Güting, R.

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p. 149-159

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A result in the geometry of numbers.

Eggan, L. C. ; Maier, E. A.

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p. 161-166

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Meromorphic close-to-convex functions.

Libera, R. J. ; Robertson, M. S.

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p. 167-175

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Meromorphic functions with small characteristic and no asymptotic values.

MacLane, G. R.

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p. 177-185

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Non-normal sums and products of unbounded normal functions.

Lappan, Peter

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p. 187-192

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Types of ambiguous behavior of analytic functions.

Young, G. S.

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p. 193-200

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Boundary functions for functions defined in a disk.

Bagemihl, F. ; Piranian, G.

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p. 201-207

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A proof of the Abian-Brown fixed point theorem.

Doyle, P. H.

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p. 209-210

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