#
Washington D.C., Mathematical Sciences Directorate, Office of Scientific Research, U.S. Air Force, 1959
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The event ** Washington D.C., Mathematical Sciences Directorate, Office of Scientific Research, U.S. Air Force, 1959** represents a publication, printing, distribution, issue, release or production of resources found in **University of Oklahoma Libraries**.

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Washington D.C., Mathematical Sciences Directorate, Office of Scientific Research, U.S. Air Force, 1959
Resource Information

The event

**Washington D.C., Mathematical Sciences Directorate, Office of Scientific Research, U.S. Air Force, 1959**represents a publication, printing, distribution, issue, release or production of resources found in**University of Oklahoma Libraries**.- Label
- Washington D.C., Mathematical Sciences Directorate, Office of Scientific Research, U.S. Air Force, 1959

- Provider date
- 1959

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- A space of multipliers of type $L^{p}\, ( -\infty, \, \infty)$, prepared by G.L. Krabbe
- Algebras of holomorphic functions on one-dimensional varieties, prepared by Hugo Rossi
- An initial value problem for positive symmetric hyperbolic systems, prepared by Milton Lees
- Applications of almost periodic compactifications, prepared by K. DeLeeuw and I. Gliksberg
- Best fit to a random variable by a random variable measurable with respect to a $\sigma $-lattice, prepared by H.D. Brunk
- Best possible triangle inequalities for statistical metric spaces, prepared by Edward Thorp
- Commutators on a Hilbert space : a note on Toeplitz matrices and unitary equivalence, prepared by C.R. Putnam
- Commutators on a Hilbert space : a note on non-negative matrices, prepared by C.R. Putnam
- Complete ideals in regular local rings of dimension 2, prepared by Oscar Zariski
- Continuous translation of Holder and Lipschitz functions, prepared by H. Mirkil
- Groups of automorphisms of Kaehler manifolds, prepared by S.I. Goldberg
- Integration of the Goursat problem by difference methods, prepared by Milton Lees
- Multipliers of commutative Banach algebras, prepared by Ju-Kwei Wang
- Normal operators on the Banach space $L^p\left({- \infty, \infty} \right)$ : Part I, prepared by Gregers L. Krabbe
- Normal operators on the Banach space $L^p\left({- \infty, \infty} \right)$ : Part II, prepared by Gregers L. Krabbe
- Normal operators on the Banach space $L^p\left({- \infty, \infty} \right)$ : Part II: unbounded operators, prepared by Gregers L. Krabbe
- On a class of error-correcting binary group codes, prepared by R.C. Bose and D.K. Ray-Chaudhuri
- On local and global properties of convex sets and hypersurfaces, prepared by Richard Sacksteder
- On polyhedra in E3 having all faces congruent, prepared by B. Grunbaum
- On some properties of convex sets, prepared by Branko Grunbaum
- On the approximation of integrable functions by functions of bounded variation, by William T. Reid
- On uniqueness theorems for hyperbolic differential equations, prepared by John P. Shanahan
- Openness of the derivative of a complex function, prepared by Robert L. Plunkett
- Properties of solutions of a Riccati matrix differential equation, prepared by William T. Reid
- Radial cluster sets and the distribution of values of meromorphic functions, prepared by Willian Blauvelet Woolf
- Subjective probability and statistical practice, prepared by Leonard J. Savage
- The Isometries of H1, prepared by Karel DeLeeuw, (electronic resource)
- The asymptotic power of the Kolmogorov tests of goodness of fit, prepared by Dana Quade
- The backward Cauchy problem for parabolic differential inequalities, prepared by Milton Lees
- Translation invariant function algebras on Abelian groups, prepared by Karel DeLeeuw, Hazleton Mirkil
- Triple torsion products and multiple Kunneth formulas, by Saunders Mac Lane
- Unique continuation for parabolic differential equations and inequalities, prepared by M. Lees, M.H. Protter

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