Vol. 20 (1967)

Articles

• Some Results of Narrow Spectral Analysis.

  Yngve Domar

  5-18

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• Interpolation in Non-Quasi-Analytic Classes of Infinitely Differentiable Functions.

  Gösta Wahde

  19-31

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• An Asymptotic Formula for the Derivatives of Orthogonal Polynomials of the Unit Circle.

  Christian Hörup

  32-40

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• Boolean Operations on Graphs.

  Frank Harary, Gordon W. Wilcox

  41-51

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• Rings with Primary Ideals as Maximal Ideals.

  M. Satyanarayana

  52-54

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• Homological Dimensions of $\aleph_0$-Coherent Rings.

  Chr. U. Jensen

  55-60

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• Excision in Singular Theory.

  Egil Heistad

  61-64

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• Lp Estimates for (Pluri-) Subharmonic Functions.

  Lars Hörmander

  65-78

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• On the Relation $PQ -QP = -iI$.

  B. Fuglede

  79-88

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• Asymptotes of Convex Bodies.

  Victor Klee

  89-90

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• On Subgroups of the First Kind.

  N. Oler

  91-92

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• Extremely Amenable Semigroups II.

  E. Granirer

  93-113

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• On Evaluation of Higher Order Cohomology Operations.

  Leif Kristensen, Ib Madsen

  114-130

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• Cochain Functors for General Cohomology Theories I.

  A. Kock, L. Kristensen, I. Madsen

  131-150

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• Cochain Functors for General Cohomology Theories II.

  A. Kock, L. Kristensen, I. Madsen

  151-176

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• On the Stability of Linear Differential Equations in Spaces with an Indefinite Metric.

  B. Marksjö, Björn Textorius

  177-192

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• Classification and Deformation of Riemannian Spaces.

  Mitsuru Nakai, Leo Sario

  193-208

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• A Closure Problem for Spaces of Infinitely Differentiable Functions.

  Gösta Wahde

  209-224

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• Tauberian Problems for the $n$-Dimensional Laplace Transform II.

  Lennart Frennemo

  225-239

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• Some Applications of the Hilfssatz von Dedekind Mertens.

  Robert W. ,. Jr. Gilmer

  240-244

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• Note on Metrization and on the Paracompact $p$-Spaces of Arhangel'skiĭ.

  Per Roar Andenaes

  245-248

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• Differentiability of a Function and of its Compositions with Functions of One Variable.

  Jan Boman

  249-268

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• Remarks on the Irrationality and Transcendence of Certain Series.

  Wolfgang Schwarz

  269-274

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• On the Concept of Congruence Relation in Partial Algebras.

  G. Grätzer, G. H. Wenzel

  275-280

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• On the Theorem of Szegö-Solomentsev.

  Maurice Heins

  281-289

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• Characterizations of a Class of Convex Sets.

  Victor Klee, Czeslaw Olech

  290-296

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