Parallel Worlds: Formal Structures and Informal Mechanisms of Postwar Soviet Mathematics
نویسندگان
چکیده
The postwar period is often viewed as the “Golden Age” of Soviet mathematics, yet the mathematical community in that period faced serious constraints. Restrictions on foreign travel, limited access to foreign literature, obsessive secrecy regulations, an obsolete university curriculum, the declining level of the faculty, discriminatory policies in university admissions and employment, and limitations on physical access to universities and research institutions—all these factors worked against the creation of a fully functional research community. This article argues that the thriving of Soviet mathematics in that period was due to the creation of a parallel social infrastructure. Soviet mathematicians organized a network of study groups (“math circles”), correspondence courses, and specialized mathematical schools in major cities, opened free courses for students barred from top universities, offered employment at applied mathematics institutions to talented researchers who were denied academic positions, and developed an extensive system of open research seminars, bringing together multigenerational groups of researchers and fostering collaboration and the spread of new ideas.
منابع مشابه
Adapting Agricultural Water Use to Climate Change in a Post-Soviet Context: Challenges and Opportunities in Southeast Kazakhstan
The convergence of climate change and post-Soviet socio-economic and institutional transformations has been underexplored so far, as have the consequences of such convergence on crop agriculture in Central Asia. This paper provides a place-based analysis of constraints and opportunities for adaptation to climate change, with a specific focus on water use, in two districts in southeast Kazakhsta...
متن کاملKinematic Mapping and Forward Kinematic Problem of a 5-DOF (3T2R) Parallel Mechanism with Identical Limb Structures
The main objective of this paper is to study the Euclidean displacement of a 5-DOF parallel mechanism performing three translation and two independent rotations with identical limb structures-recently revealed by performing the type synthesis-in a higher dimensional projective space, rather than relying on classical recipes, such as Cartesian coordinates and Euler angles. In this paper, Study's...
متن کاملPoint-and-Write - Documenting Formal Mathematics by Reference
This paper describes the design and implementation of mechanisms for light-weight inclusion of formal mathematics in informal mathematical writings, particularly in a Web-based setting. This is conceptually done in three stages: (i) by choosing a suitable representation layer (based on RDF) for encoding the information about available resources of formal mathematics, (ii) by exporting this info...
متن کاملSocial Choice Theory
1. revised and extended axiomatic theory and proof development. 2. a new curriculum with extensive questions, intuitive illustrations of key concepts, exercises in formal proofs, and an emphasis on the use of mathematical logic as a formal tool for the analysis of informal concept". 3. parallel languages-a completely new formal language containing concise formulas for use in proofs together wit...
متن کاملInstitutional Analysis of Corruption Configurations in South-West Asian Countries: A Fuzzy-Set Qualitative Comparative Analysis (fsQCA)
Considering corruption as one of the chronic harms of the administrative system,and the social factor affecting economic growth, the present study sought toexplain, for the first time, the differences in the perceived levels of corruptionamong 16 Southwest Asian countries, relying on the sociological “newinstitutionalism” theory in analyzing organizations, describing cau...
متن کامل