Princeton, NJ: Princeton University Press, 1946. First printing. Hardcover. 217 pp. This is a review of the principal results and techniques related to Lie groups (as of the time the book was written) intended for advanced graduate students or working mathematicians and was considered the standard text on Lie groups... More about Theory of Lie Groups
Amsterdam: North-Holland Publishing Company, 1953. First printing. Hardcover. 479 pp. Fraenkel was a mathematician perhaps best-known as the F in ZF or Zermelo–Fraenkel set theory, an axiomatization of set theory intended to avoid paradoxes (one of the most famous being Russell's paradox). Fraenkel's most famous result was to prove the... More about Abstract Set Theory
San Francisco: Holden-Day, 1965. First printing. Hardcover. 230 pp. This is a review of the principal results and techniques related to Lie groups (as of the time the book was written) intended for advanced graduate students or working mathematicians. Hochschild was a student of Claude Chevalley at Princeton and is... More about The Structure of Lie Groups
Amsterdam: North-Holland Publishing Company, 1969. First printing. Hardcover. 269 pp. Includes an index. From the library of reknowned mathematician S. C. Kleene with his signature on the free front endpaper. A Very Good book with minor bumping to the corners of the boards in a Very Good dust jacket with... More about Constructible Sets With Applications
Stanford, CN: Greylock Publishers, 1978. First printing. Hardcover. 242 pp. More about Fundamentals of Mathematics for Linguistics