13 Facts About Leila Schneps

1.

Leila Schneps is an American mathematician and fiction writer at the Centre national de la recherche scientifique working in number theory.

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2.

Leila Schneps has written general audience math books and, under the pen name Catherine Shaw, has written mathematically themed murder mysteries.

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3.

Leila Schneps's completed a Doctorat de Troisieme Cycle in Mathematics at Universite Paris-Sud XI-Orsay in 1985 under the supervision of John H Coates with a thesis on p-adic L-functions attached to elliptic curves, a Ph.

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4.

Leila Schneps held various teaching assistant positions in France and Germany until the completion of her Ph.

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5.

Leila Schneps has published academic papers on various aspects of analytic number theory since the late 1980s.

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6.

Leila Schneps has edited and contributed to several mathematics textbooks in number theory.

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7.

Leila Schneps's edited a series of lecture notes on Grothendieck's theory of dessins d'enfants and contributed an article to the series, was an editor for a text on the Inverse Galois Problem, and edited a book on Galois groups.

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8.

Leila Schneps's was a co-author of a text on Field Theory and co-editor of another on Galois–Teichmuller Theory.

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9.

Leila Schneps became a founding member of the Grothendieck Circle, a group dedicated to making information by and about Grothendieck available, and created and maintains the Grothendieck Circle website, a repository of information regarding Grothendieck, including his own unpublished writings.

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10.

Leila Schneps's assisted with the translation of his correspondence with Jean-Pierre Serre.

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11.

In 2004, Leila Schneps published The Three Body Problem, a Cambridge Mystery, a murder mystery novel involving mathematicians in Cambridge in the late 1800s, working on the three-body problem.

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12.

Leila Schneps promotes public awareness of the importance of the proper use of mathematics and statistics in criminal proceedings.

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13.

Leila Schneps is a member of the Bayes and the Law International Consortium.

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