Results 51 to 60 of about 15,320,939 (227)
Numerical treatment for time fractional order phytoplankton-toxic phytoplankton-zooplankton system
AIMS MathematicsThe study of time-fractional problems with derivatives in terms of Caputo is a recent area of study in biological models. In this article, fractional differential equations with phytoplankton-toxic phytoplankton-zooplankton (PTPZ) system were solved ...
D. Priyadarsini +3 more
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On stability estimations without any conditions of symmetry
Lietuvos Matematikos Rinkinys, 2023 Let X, X1, X2, ..., Xn be i.i.d. random variables. B. Ramachandran and C.R. Rao have proved that if distributions of sample mean ‾X = ‾X(n) = (X1 + ⋯ + Xn)/n and monomial X are coincident at least at two points n = j1 and n = j2 such that log j1/ log j2
Romanas Januškevičius +1 more
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Wall-crossing implies Brill-Noether applications of stability conditions on surfaces [PDF]
Algebraic Geometry, 2016 Over the last few years, wall-crossing for Bridgeland stability conditions has led to a large number of results in algebraic geometry, particular on birational geometry of moduli spaces. We illustrate some of the methods behind these result by reproving
Arend Bayer
semanticscholar +1 more source
Estimation of stability of hospital liiquid steril pharmaceutical preparations [PDF]
Arhiv za farmaciju, 2014 Appropriate stability of medicines prepared in hospital conditions should be provided in order to ensure that medicines has suitable quality, safety and terapeutical efficiency.
Jovović Marija
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Thermodynamic stability conditions for nonadditive composable entropies
, 2003 The thermodynamic stability conditions (TSC) of nonadditive and composable entropies are discussed. Generally the concavity of a nonadditive entropy with respect to internal energy is not necessarily equivalent to the corresponding TSC.
Wada, Tatsuaki
core +1 more source
Stability conditions on product threefolds of projective spaces and Abelian varieties [PDF]
, 2017 In this paper, we prove the original Bogomolov–Gieseker type inequality conjecture for P1×S,P2×C and P1×P1×C , where S is an Abelian surface and C is an elliptic curve. In particular, there exist Bridgeland stability conditions on these threefolds.
Naoki Koseki
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STABILITY CONDITIONS IN SYMPLECTIC TOPOLOGY [PDF]
International Congress of Mathematicans, 2017 We discuss potential (largely speculative) applications of Bridgeland's theory of stability conditions to symplectic mapping class groups.
I. Smith
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A short proof of the deformation property of Bridgeland stability conditions [PDF]
Mathematische Annalen, 2016 The key result in the theory of Bridgeland stability conditions is the property that they form a complex manifold. This comes from the fact that given any small deformation of the central charge, there is a unique way to correspondingly deform the ...
Arend Bayer
semanticscholar +1 more source
BuildingsAn efficient CE/SE-based numerical method implemented in LS-DYNA R7.0 has been developed for predicting far-field blast loads from large TNT-equivalent explosives on structures, offering validated accuracy for engineering risk assessment.
Xuan Zhang +7 more
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Physicochemical conditions of GaAs/GaAsxNy/GaN nanochips stability
Chimica Techno Acta, 2015 In this work the study of the stability nanochips GaAs / GaAsxNy / GaN is presented. For the calculation of parameters used quantum-chemical and thermodynamic approaches.
N. V. Komarovskih +2 more
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