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Publications of members, 1930-1954. - Libraries - Institute for ...

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Some Remarks on Tensor Fields and Curvature. Ann. <strong>of</strong> Math. (2), 55: 328-347<br />

(i952)<br />

Tensor-Fields in Non-Symmetric Connections (with S. Bochner). Ann. <strong>of</strong> Math.<br />

(2), 56: 504-519 (1952)<br />

On w-Dimensional Riemannian Spaces Admitting a Group <strong>of</strong> Motions <strong>of</strong> Order<br />

n(n — i)/2 + 1. Trans. Amer. Math. Soc, 74: 260-279 (1953)<br />

YEATON, MARIE JOHNSON<br />

An Extension <strong>of</strong> a Covariant Differentiation Process. Bull. Amer. Math. Soc, 46:<br />

269-271 (1940)<br />

YENNIE, DONALD R.<br />

Quantum Corrections to Classical Nonlinear Meson Theory. Physical Rev. (2), 88:<br />

527-536 (1952)<br />

YOUNG, LAURENCE C.<br />

Work on: Surfaces Parametriques Generalisees. Bull. Soc. Math. France, 79: 59-84<br />

(1950<br />

Continuity <strong>of</strong> Area <strong>for</strong> Harmonic Surfaces with Boundaries <strong>of</strong> Uni<strong>for</strong>mly Bounded<br />

Length (with K. H. Carlson). Proc. Amer. Math. Soc, 3: 88-91 (1952)<br />

YUKAWA, HIDEKI*<br />

Possible Types <strong>of</strong> Nonlocalizable Fields. Progress Theoret. Physics, 3: 452-453<br />

(1948)<br />

Models and Methods in the Meson Theory. Rev. Modern Physics, 21: 474-479<br />

(i949)<br />

On the Radius <strong>of</strong> the Elementary Particle. Physical Rev. (2), 76: 300-301 (1949)<br />

ZARISKI, OSCAR<br />

Algebraic Surfaces. Berlin, Springer, 1935. v, I98p. (Ergebnisse der Mathematik<br />

und Ihrer Grenzgebiete, 3-Bd. } 5)<br />

On the Poincare Group <strong>of</strong> Rational Plane Curves. Amer. J. Math., 58: 607-619<br />

(1936)<br />

A Topological Pro<strong>of</strong> <strong>of</strong> the Riemann-Roch Theorem on an Algebraic Curve. Amer.<br />

J. Math., 58: 1-14 (1936)<br />

ZELINSKY, DANIEL<br />

Topological Characterization <strong>of</strong> Fields with Valuations. Bull. Amer. Math. Soc,<br />

54: 1145-1150 (1948)<br />

Rings with Ideal Nuclei. Duke Math. J., 18: 431-442 (1951<br />

[200]<br />

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