In an author profile on MathSciNet, you will often see two numbers for publications: **Total Publications** and **Total Related Publications**. What’s the difference? Continue reading

In an author profile on MathSciNet, you will often see two numbers for publications: **Total Publications** and **Total Related Publications**. What’s the difference? Continue reading

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The AMS and Mathematical Reviews will be at the ICM in Rio de Janeiro, August 1-9, 2018. Mathematicians will be coming from all of the world for nine days of some of the best mathematics of today. It will be an exciting time — and a great opportunity to learn more about MathSciNet! Continue reading

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INSPIRE, the information system for high energy physics run by CERN, DESY, Fermilab, SLAC, and IHEP, now has links to the MathSciNet entries for over 86,000 papers in their database. The linking is only one way (INSPIRE ⇒ MathSciNet).

Thanks are due, in particular, to Heath O’Connell from FermiLab who worked with our IT department to set up the matching. Continue reading

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Every year on or around Otto Neugebauer’s birthday (May 26), Mathematical Reviews has a little birthday party for him, the founder of Mathematical Reviews. I like it because it is a chance to remind ourselves that our founder did not give in to the demands of the National Socialists to fire Jewish editors and to give special treatment to papers from German mathematicians. Instead, he uprooted himself and moved to a place where he felt that he could re-found his reviewing project free from the interference of government and politicians. Continue reading

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Google is honoring Carl Friedrich Gauss today (April 30, 2018) with a Google Doodle, in honor of his birthday. Although *Mathematical Reviews* didn’t start until 1940, or 84 years after Gauss had died, he has an author profile in MathSciNet and 36 publications. Continue reading

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Robert Langlands has been awarded the Abel Prize for 2018. His work known as the Langlands Program is widely reported on in the news items for the prize, and justifiably so. On a very deep level, the program relates number theory to automorphic representations of algebraic groups. Merely understanding an abbreviated statement of the program requires a comfort level with an amazing amount of serious mathematics.

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Stephen Hawking was one of the most gifted and most famous scientists of the last fifty years. His science demonstrated a blend of technical ability and intuition. Hawking’s best-known results concern black holes. His earliest work was on singularities in general relativity, what became known as the Hawking-Penrose theorems. His discovery of Hawking radiation was a landmark result that fundamentally changed our understanding of black holes. Hawking had a remarkable life story, some of which was represented in the movie *The Theory of Everything*. Hawking had a playful spirit, which served him well and helped him to connect with the general public. It also endeared him to those who saw his appearances on television shows such as *Star Trek: The Next Generation*, *The Simpsons*, *Futurama*, *The Big Bang Theory, *and even *Last Week Tonight.* Continue reading

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Andrew Ranicki has died. Ranicki was a topologist, with particular expertise in algebraic surgery. Indeed, Ranicki had the unusual title of Professor of Algebraic Surgery at the University of Edinburgh. (Andrew was a special case for almost everything.) His two papers on surgery in Proc. London Math. Soc. [MR0560997 and MR0566491 (*****)] were among his most cited papers. He was also familiar to many for his work in $K$-theory, including his work as an editor for leading journals in the subject. Continue reading

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Juan Meza has been appointed as the new director of the Division of Mathematical Sciences (DMS) of the NSF, as of February 20, 2018. Meza works in scientific computing and numerical analysis. Before coming to the NSF, he was at University of California Merced where he was the Dean of Natural Sciences. Earlier, he was in the High Performance Computing Research group at Lawrence Berkeley National Laboratory and was at Sandia National Laboratories.

Meza did his PhD (find his thesis here) in the Computational and Applied Mathematics Department at Rice University with Bill Symes. (CAAM is in Duncan Hall, which is an exquisite building.) Symes did his PhD at Harvard with Phillip Griffith in algebraic geometry, though the vast majority of his publications are in PDEs and inverse problems.

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