Book 4 in the Princeton Mathematical Series.

Originally published in 1941.

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Dimension theory is that area of topology concerned with giving a precise mathematical meaning to the concept of the dimension of a space.

Dimension theory is that area of topology concerned with giving a precise mathematical meaning to the concept of the dimension of a space.

Series: PRINCETON MATHEMATICAL SERIES. VOL. 4. File: DJVU, . 5 MB.

Book 4 in the Princeton Mathematical Series. Originally published in 1941. Dimension Theory (PMS-4), Volume 4 - Witold Hurewicz.

Henry "Hank" Wallman (1915–1992) was an American mathematician, known for his work in lattice theory, dimension theory, topology, and electronic circuit design. A native of Brooklyn and a 1933 graduate of Brooklyn College, Wallman received. A native of Brooklyn and a 1933 graduate of Brooklyn College, Wallman received his P. in mathematics from Princeton University in 1937, under the supervision of Solomon Lefschetz and became a faculty member at the Massachusetts Institute of Technology, where he was associated with the Radiation Laboratory

Witold Hurewicz, Henry Wallman. Princeton University Press, 1948 - 165 sivua. Dimension theory Nide 4, Princeton mathematical series.

Witold Hurewicz, Henry Wallman. Witold Hurewicz, Henry Wallman.

Автор: Hurewicz Witold, Wallman Henry Название: Dimension Theory (PMS-4) Издательство: Wiley . Book 4 in the Princeton Mathematical Series.

Are you sure you want to remove Dimension theory from your list? Dimension theory. Published 1941 by Princeton University Press, H. Milford, Oxford University Press in Princeton, London. Princeton mathematical series ;, 4.

Hurewicz, Witold; Wallman, Henry (1941), Dimension Theory, Princeton Mathematical Series, v. 4, Princeton, N. Princeton University Press, MR 0006493. Nadler, Sam . Jr. (2002), Dimension theory: an introduction with exercises, Aportaciones Matemáticas: Textos, 18, Sociedad Matemática Mexicana, México, ISBN 970-32-0026-5, MR 1925171. Lipscomb, Stephen Leon (2009), Fractals and universal spaces in dimension theory, Springer Monographs in Mathematics, Springer, New York, doi:10. 6, ISBN 978-0-387-85493-9, MR 2460244.