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Involatile nanodroplets: An asymptotic analysis
The Journal of Chemical Physics, 2006The structure of nanometer-scale droplets of weakly volatile liquids arises through the interplay of strong intermolecular attraction, and core intermolecular repulsion, interfacial forces, and the large, negative chemical potential of the low density vapor with which it is in equilibrium.
Lucien B, Jarymowycz, Peter J, Ortoleva
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Asymptotic Methods in Analysis
1989Summary: Basic asymptotic methods are shown which are used in case of investigation of integrals, series and ordinary differential equations dependening on parameters. The simplest methods of the type of the method of partial integration and non-trivial multidimensional methods of saddle points and of stationary phase are presented.
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Minisymposium Asymptotic Analysis
2010Many of the problems facing mathematicians and scientists involve such difficulties as non-linear governing equations and complex boundary conditions that preclude their exact solution. Consequently, solutions are approximated using numerical techniques, analytic techniques or combinations of both.
D. Dominici, R. B. Paris
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Asymptotic analysis of variational inequalities with applications to optimum design in elasticity
Asymptotic Analysis, 2017C. G. Lopes +3 more
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First- and Second-Order Asymptotic Analysis with Applications in Quasiconvex Optimization
Journal of Optimization Theory and Applications, 2016Fabián Flores Bazán +3 more
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