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, 2021
A sustainable nanofabrication approach is developed for isolating hybrid nanocelluloses (Hy-NCs) comprised of both long flexible fibers (CNFs) and needle-like crystals (CNCs) from a hardwood wet pu...
M. Heo +7 more
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A sustainable nanofabrication approach is developed for isolating hybrid nanocelluloses (Hy-NCs) comprised of both long flexible fibers (CNFs) and needle-like crystals (CNCs) from a hardwood wet pu...
M. Heo +7 more
semanticscholar +1 more source
Summa, 2021
The paper offers an approach to solving the problem of synchronization of nonlinear systems with chaotic dynamics based on fuzzy remodeling and application of superstability conditions.
Yuri V. Talagaev
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The paper offers an approach to solving the problem of synchronization of nonlinear systems with chaotic dynamics based on fuzzy remodeling and application of superstability conditions.
Yuri V. Talagaev
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On superstable generic structures
Archive for Mathematical Logic, 2012The authors modify the construction of the first author [Arch. Math. Logic 51, No. 1--2, 203--211 (2012; Zbl 1247.03054)] of a superstable not \(\omega\)-stable generic ab initio Hrushovski amalgam. While in the former paper the structure constructed has trivial forking, the two structures constructed in the present paper (one with a binary relation ...
Koichiro Ikeda, Hirotaka Kikyo
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Superstable differential fields
Journal of Symbolic Logic, 1992In this paper we study differential fields of characteristic 0 (with perhaps additional structure) whose theory is superstable. Our main result is that such a differential field has no proper strongly normal extensions in the sense of Kolchin [K1]. This is an approximation to the conjecture that a superstable differential field is differentially closed
Anand Pillay, Zeljko Sokolovic
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Journal of the London Mathematical Society, 1990
The following theorem is shown: Let G be a superstable group. Then there are definable subgroups \(=H_ 0\triangleleft H_ 1\triangleleft...\triangleleft H_ r\triangleleft G\) such that \(H_{i+1}/H_ i\) is infinite and either abelian or simple and \(H_ r\) is of finite index in G.
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The following theorem is shown: Let G be a superstable group. Then there are definable subgroups \(=H_ 0\triangleleft H_ 1\triangleleft...\triangleleft H_ r\triangleleft G\) such that \(H_{i+1}/H_ i\) is infinite and either abelian or simple and \(H_ r\) is of finite index in G.
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Identifying the Superstability Landscapes of Clay–Carbon Nanosheet Suspensions
, 2020Using a combination of several experiments, we identify the landscapes of the widely reported superstability of suspensions formed by codispersion of nanosheets of clay and carbon.
Sanjay Kumar, H. G
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Publicationes Mathematicae Debrecen, 1994
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Tabor, Jacek, Tabor, Józef
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zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Tabor, Jacek, Tabor, Józef
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On “Superstable” discrete systems
Automation and Remote Control, 2007zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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1988
In 1970 Herman Kahn, physicist and nuclear war theorist, predicted that Japan would become the ‘First Superstate’ — that its GDP would double between 1970 and 1975, and again between 1975 and 1980 — a fourfold expansion in a decade. Between 1970 and 2000, annual growth rates would average 9 percent a year, so that by the year 2000 GDP in Japan would be
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In 1970 Herman Kahn, physicist and nuclear war theorist, predicted that Japan would become the ‘First Superstate’ — that its GDP would double between 1970 and 1975, and again between 1975 and 1980 — a fourfold expansion in a decade. Between 1970 and 2000, annual growth rates would average 9 percent a year, so that by the year 2000 GDP in Japan would be
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1996
Abstract In this final chapter we give some scattered results on superstable theories. One of the main lines here is the development of some technology which helps towards generalizing results from the finite rank context to the general superstable context. A key point is the interaction between the local theory developed in Chapter 7
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Abstract In this final chapter we give some scattered results on superstable theories. One of the main lines here is the development of some technology which helps towards generalizing results from the finite rank context to the general superstable context. A key point is the interaction between the local theory developed in Chapter 7
openaire +2 more sources