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Akademický článek

Aggressiveness, violence, homicidality, homicide, and Lyme disease

Autor: Greenberg R

Publikováno v: Neuropsychiatric Disease and Treatment, Vol Volume 14, Pp 1253-1254 (2018)

Rosalie Greenberg Medical Arts Psychotherapy Associates PA, Summit, NJ, USAI read with great interest the article by Bransfield,1 wherein the author reviewed potential contributors to and manifestations of heightened loss of control in Lyme disease p

Externí odkaz: https://doaj.org/article/bb42fefab56348e88e21c608293f4502

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Exterior powers in Iwasawa theory

Autor: Bleher, F., Chinburg, T., Greenberg, R., Kakde, M., Sharifi, R., Taylor, M.

Publikováno v: J. Eur. Math. Soc. 24 (2022), 967-1005

The Iwasawa theory of CM fields has traditionally concerned Iwasawa modules that are abelian pro-p Galois groups with ramification allowed at a maximal set of primes over p such that the module is torsion. A main conjecture for such an Iwasawa module

Externí odkaz: http://arxiv.org/abs/1903.08834

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Iwasawa Theory for Artin Representations, I

Autor: Greenberg, R., Vatsal, V.

This article is the first of a pair of articles dealing with the Iwasawa theory of modular forms of weight 1 and, more generally, of Artin representations satisfying certain conditions. The main results in this part analyze the structure of certain S

Externí odkaz: http://arxiv.org/abs/1806.05659

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Higher Chern classes in Iwasawa theory

Autor: Bleher, F. M., Chinburg, T., Greenberg, R., Kakde, M., Pappas, G., Sharifi, R., Taylor, M. J.

Publikováno v: Amer. J. Math. 142 (2020) 627-682

We begin a study of m-th Chern classes and m-th characteristic symbols for Iwasawa modules which are supported in codimension at least m. This extends the classical theory of characteristic ideals and their generators for Iwasawa modules which are to

Externí odkaz: http://arxiv.org/abs/1512.00273

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On elliptic curves with an isogeny of degree 7

Autor: Greenberg, R., Rubin, K., Silverberg, A., Stoll, M.

We show that if $E$ is an elliptic curve over $\mathbf{Q}$ with a $\mathbf{Q}$-rational isogeny of degree 7, then the image of the 7-adic Galois representation attached to $E$ is as large as allowed by the isogeny, except for the curves with complex

Externí odkaz: http://arxiv.org/abs/1007.4617

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