Mathematical Reviews is a journal and online database published by the American Mathematical Society that contains brief synopses (and occasionally evaluations) of many articles in ...

Zentralblatt MATH (German: "central math journal") is a service providing reviews and abstracts for articles in pure and applied mathematics, published by Springer Science+Business ...

Since its founding in 1940, Mathematical Reviews(MR) has served researchers and scholars in the mathematical sciences by providing timely information on articles and books that ...

For more than 60 years, since Volume 1, Number 1 appeared in January 1940, MR has published monthly issues of peer reviews of the world's current mathematical ...

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Index of Mathematical Papers Volume 35 American Mathematical Society Providence, Rhode Island USA

Searchable via MathSciNet. Also available in print at QA1 .M3, 6th floor, DH Hill Library. From the published work: "First published in 1940, expert reviewers are selected by a ...

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Since its inception in 1940, the Mathematical Reviews Database of bibliographic listings and reviews of published mathematical research, together with associated data ...

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Key Phrase page for Mathematical Reviews: Books containing the phrase Mathematical Reviews ... Excerpt - on Page 275: " ... 1,200 journals publish mathematical articles, of which ...

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Print Materials Related to Mathematical Thinking in Computer Science. This index lists reviews of various print materials relevant to mathematical thinking in computer science ...

van den Berg, M. and Gilkey, P., Heat content asymptotics with inhomogeneous Neumann and Dirichlet boundary conditions, Potential Anal. 14 (2001), no. 3, 269--274. Review. (PDF ...

... manifolds" by Michele Audin which is now available as item MR2091310 on MathSciNet and will appear as item 2005k:53158 in the November issue of Mathematical Reviews.

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00 General 01 History and biography 03 Mathematical logic and foundations 05 Combinatorics 06 Order, lattices, ordered algebraic structures 08 General algebraic systems

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From MathsciNet, Mathematical Reviews on the Web 99i:01005 01A05 Laubenbacher, Reinhard(1-NMS); Pengelley, David(1-NMS) Mathematical expeditions. (English.

NOTE: If you wish to redistribute portions of the DMT site, please see the Terms of Use. Sources for the information on DMT include: what I read/heard in class, what I derived ...