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DEPLACEMENT --- PDE --- Belgique --- Belgium
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Since the end of the 19th century when the prominent Norwegian mathematician Sophus Lie created the theory of Lie algebras and Lie groups and developed the method of their applications for solving differential equations, his theory and method have continuously been the research focus of many well-known mathematicians and physicists. This book is devoted to recent development in Lie theory and its applications for solving physically and biologically motivated equations and models. The book contains the articles published in two Special Issue of the journal Symmetry, which are devoted to analysis and classification of Lie algebras, which are invariance algebras of real-word models; Lie and conditional symmetry classification problems of nonlinear PDEs; the application of symmetry-based methods for finding new exact solutions of nonlinear PDEs (especially reaction-diffusion equations) arising in applications; the application of the Lie method for solving nonlinear initial and boundary-value problems (especially those for modelling processes with diffusion, heat transfer, and chemotaxis).
Lie algebra/group --- invariance algebra of nonlinear PDE --- Lie symmetry --- nonlinear boundary-value problem --- (generalized) conditional symmetry --- symmetry of (initial) boundary-value problem --- invariant solution --- exact solution --- non-Lie solution --- Q-conditional symmetry --- representation of Lie algebra --- nonclassical symmetry --- invariance algebra of PDE
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Filling the void of an introductory text in the field, this book highlights several computational and analytical techniques involved in stochastic PDEs. It includes many challenging problems in stochastic analysis and treats stochastic PDEs in a practical way. The author first brings the subject back to its root in classical concrete problems. He then discusses a unified theory of stochastic evolution equations and describes a few applied problems, including the random vibration of a nonlinear elastic beam and invariant measures for stochastic Navier-Stokes equations. The book concludes by pointing out the connection of stochastic PDEs to infinite-dimensional stochastic analysis.
Stochastic partial differential equations. --- Équations aux dérivées partielles stochastiques --- 519.21 --- PDE (partial differential equations) --- waarschijnlijkheidsrekening --- Banach spaces, Stochastic differential equations in --- Hilbert spaces, Stochastic differential equations in --- SPDE (Differential equations) --- Stochastic differential equations in Banach spaces --- Stochastic differential equations in Hilbert spaces --- Differential equations, Partial --- waarschijnlijkheidsrekening. Stochastische processen --- Équations aux dérivées partielles stochastiques --- Stochastic partial differential equations
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Climatology --- Weather forecasting --- Forecasting, Weather --- Short range weather forecasting --- Weather --- Weather prediction --- Forecasting --- Geophysical prediction --- Climatology. --- Weather forecasting. --- Climate --- Climate science --- Climate sciences --- Science of climate --- Atmospheric science --- Meteorology & Climatology --- numerical methods --- stochastic processes --- pde analysis --- time series analysis --- data filtering and assimilation --- atmosphere and ocean sciences
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Differential equations --- ingenieurswetenschappen --- wiskunde --- 51-7 --- complexometrie --- differentiaalvergelijking --- fourieranalyse --- integraal --- laplacetransformatie --- matrixrekening --- ode --- pde --- vectorbewerking --- Mathematical studies and methods in other sciences. Scientific mathematics. Actuarial mathematics. Biometrics. Econometrics etc. --- Contains audio-visual material --- 51-7 Mathematical studies and methods in other sciences. Scientific mathematics. Actuarial mathematics. Biometrics. Econometrics etc. --- Engineering mathematics --- Engineering --- Engineering analysis --- Mathematical analysis --- Mathematical studies and methods in other sciences. Scientific mathematics. Actuarial mathematics. Biometrics. Econometrics etc --- Mathematics
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This Special Issue aims to provide an updated overview of the flourishing ongoing research activity in the field of the chemistry of natural and nature-inspired compounds. Ten of the submitted articles were accepted for publication after peer-review. Interestingly, the published papers cover a wide range of chemical reactions, different scaffolds, and several medicinal chemistry applications. Moreover, this Special Issue gathered contributions from all over the world, testifying the international scientific community’s interest in this topic. I would like to sincerely thank the MDPI staff, particularly Jade Lu and the editorial team of Molbank. I am particularly grateful to the authors that decided to share the results of their research by contributing their manuscript to this Special Issue, and, of course, to the reviewers for their valuable help.
Research & information: general --- quercetin --- flavonoids --- semi-synthetic --- PDE --- sildenafil --- molecular modeling --- Garcinia porrecta --- Clusiaceae --- xanthone --- Lansium domesticum --- Meliaceae --- MCF-7 --- triterpene onoceranoid --- hydrazone --- (+)-camphor --- valproic acid --- technology --- terpenoid --- anticonvulsant activity --- 1,2,3-triazole --- anticancer --- aminoquinoline --- hybrid compound --- kokosanolide --- tetranortriterpenoid --- C. dichotoma --- antidiabetic --- α-glucosidase --- α-amylase --- docking --- ADMET --- curcumin analog --- organic synthesis --- photophysical properties --- steady-state fluorescence --- DFT calculation --- 7-hydroxy-2H-chromen-2-one --- O-acylation reaction --- coumarin --- lupeol derivative --- benzylidene derivative --- α-glucosidase inhibition --- Oxone® --- n/a
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This Special Issue aims to provide an updated overview of the flourishing ongoing research activity in the field of the chemistry of natural and nature-inspired compounds. Ten of the submitted articles were accepted for publication after peer-review. Interestingly, the published papers cover a wide range of chemical reactions, different scaffolds, and several medicinal chemistry applications. Moreover, this Special Issue gathered contributions from all over the world, testifying the international scientific community’s interest in this topic. I would like to sincerely thank the MDPI staff, particularly Jade Lu and the editorial team of Molbank. I am particularly grateful to the authors that decided to share the results of their research by contributing their manuscript to this Special Issue, and, of course, to the reviewers for their valuable help.
Research & information: general --- quercetin --- flavonoids --- semi-synthetic --- PDE --- sildenafil --- molecular modeling --- Garcinia porrecta --- Clusiaceae --- xanthone --- Lansium domesticum --- Meliaceae --- MCF-7 --- triterpene onoceranoid --- hydrazone --- (+)-camphor --- valproic acid --- technology --- terpenoid --- anticonvulsant activity --- 1,2,3-triazole --- anticancer --- aminoquinoline --- hybrid compound --- kokosanolide --- tetranortriterpenoid --- C. dichotoma --- antidiabetic --- α-glucosidase --- α-amylase --- docking --- ADMET --- curcumin analog --- organic synthesis --- photophysical properties --- steady-state fluorescence --- DFT calculation --- 7-hydroxy-2H-chromen-2-one --- O-acylation reaction --- coumarin --- lupeol derivative --- benzylidene derivative --- α-glucosidase inhibition --- Oxone® --- n/a
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This Special Issue aims to provide an updated overview of the flourishing ongoing research activity in the field of the chemistry of natural and nature-inspired compounds. Ten of the submitted articles were accepted for publication after peer-review. Interestingly, the published papers cover a wide range of chemical reactions, different scaffolds, and several medicinal chemistry applications. Moreover, this Special Issue gathered contributions from all over the world, testifying the international scientific community’s interest in this topic. I would like to sincerely thank the MDPI staff, particularly Jade Lu and the editorial team of Molbank. I am particularly grateful to the authors that decided to share the results of their research by contributing their manuscript to this Special Issue, and, of course, to the reviewers for their valuable help.
quercetin --- flavonoids --- semi-synthetic --- PDE --- sildenafil --- molecular modeling --- Garcinia porrecta --- Clusiaceae --- xanthone --- Lansium domesticum --- Meliaceae --- MCF-7 --- triterpene onoceranoid --- hydrazone --- (+)-camphor --- valproic acid --- technology --- terpenoid --- anticonvulsant activity --- 1,2,3-triazole --- anticancer --- aminoquinoline --- hybrid compound --- kokosanolide --- tetranortriterpenoid --- C. dichotoma --- antidiabetic --- α-glucosidase --- α-amylase --- docking --- ADMET --- curcumin analog --- organic synthesis --- photophysical properties --- steady-state fluorescence --- DFT calculation --- 7-hydroxy-2H-chromen-2-one --- O-acylation reaction --- coumarin --- lupeol derivative --- benzylidene derivative --- α-glucosidase inhibition --- Oxone® --- n/a
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This volume was conceived as a Special Issue of the MDPI journal Mathematics to illustrate and show relevant applications of differential equations in different fields, coherently with the latest trends in applied mathematics research. All the articles that were submitted for publication are valuable, interesting, and original. The readers will certainly appreciate the heterogeneity of the 10 papers included in this book and will discover how helpful all the kinds of differential equations are in a wide range of disciplines. We are confident that this book will be inspirational for young scholars as well.
Research & information: general --- Mathematics & science --- q-Hermite polynomials --- zeros of q-Hermite polynomials --- differential equation --- splitted separation --- Lie symmetries --- gauss hypergeometric functions --- initial value problem --- Kepler-type orbits --- Runge–Kutta --- differential evolution --- dynamical systems --- stability --- economics --- relationships --- networks --- oscillatory problems --- SEIR ODE model --- COVID-19 transmission --- convalescent plasma transfusion (CPT) --- degeneracy --- elliptic PDE --- ladder operator --- commuting operator --- eigenvalues --- mixing process --- simultaneous differential equations --- variable production rate --- simulated annealing --- financial markets --- investment style --- border collision bifurcation --- fundamental analysis --- technical analysis --- market maker --- differential equations with discontinuous right-hand sides --- Hopfield artificial neural networks --- n/a --- Runge-Kutta
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