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Математичні журнали і збірники статей | |
 | Каталог / Культура / Наука / Загальне та різне / Наукові журнали / Математичні журнали і збірники статей |
| Каталог / Культура / Наука / Математичні науки / Resources for Mathematics / Математичні журнали і збірники статей |
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The Electronic Library of Mathematics
The electronic journals of vareous directions. [eng] |
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Forum Geomricorum
A freely accessible electronic journal on classical euclidean geometry and related areas. [eng] |
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Сборник "Математическое Просвещение"
Научно-популярное издание. Помимо статей математического содержанияпубликуются статьи отражающие реальное состояние преподавания математики (прежде всего, в специализированных классах и школахи в педагогических институтах и университетах). [rus] |
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MPRESS: Mathematics Preprint Search System
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Izvestiya: Mathematics
The site contains summaries of papers. [eng] |
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Sйminaire Lotharingien de Combinatoire
The Sйminaire Lotharingien de Combinatoire has existed for fifteen years as a joint seminar in Combinatorics for the Universities of Bayreuth, Erlangen and Strasbourg, as well as the other Universities along the lotharingian boundaries. Regular meetings will continue in the same spirit, but it has been decided that the Seminar will now host a new international electronic journal carrying the same name. [eng] |
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Front for the Mathematics ArXiv
Mathematical catalog of resources - papers and preprints on vareous themes. [eng] |
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Harrassowitz
This Resource guide is an introduction to the rapidly growing field of electronic journals. [eng] |
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AMA
Algebra Montpellier Announcements. [eng] |
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Calabi-Yau
This page is a resource for people to post all kinds of information about every Calabi-Yau manifold that anyone would care about, as well as information about the physical theories that they define. [eng] |
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Nonlinear Analysis and Nonlinear Analysis
Real World Applications. It is the journal. Site contains an information about description, and bibliographic and ordering Information . [eng] |
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Introduction to Algorithmic Information Theory
Online paper by Nick Szabo. [eng] |
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Living Reviews in Relativity
Published by the Max Planck Institute for Gravitational Physics (Albert Einstein Institute), Living Reviews in Relativity is a solely WWW-based, peer reviewed journal offering reviews of research in all areas of relativity. Articles are solicited from specialists in their fields and updated by their authors as new developments arise. The journal is offered as a free service to the scientific community. [eng] |
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