Nonlinear Analysis, Geometry, and Applications
Editat de Diaraf Seck, Kinvi Kangni, Philibert Nang, Marie Salomon Sambou, Mouhamed Moustapha Fallen Limba Engleză Hardback – 24 feb 2027
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Notă biografică
Diaraf Seck is full Professor in Mathematics, PI and lead researcher in NLAGA network. His topics of interest are: Geometrical Analysis of Optimal Shapes, Calculus of Variations, PDE, Homogenization, Optimal Transport and Mathematical Modeling.
Kinvi Kangni is full Professor in Mathematics and lead researcher in NLAGA network. His topics of interest are: Harmonic and Functional Analysis.
Philibert Nang is full Professor in Mathematics and lead researcher in NLAGA network. His topics of interest are: Algebraic Analysis and Algebra. Recipient of the ICTP Ramanujan Prize 2011.
Marie Salomon Sambou is full Professor in Mathematics and lead researcher in NLAGA network . His topics of interest are: Complex Geometry and Complex Analysis of several variables.
Mouhamed Moustapha Fall is full Professor in Mathematics. His topics of interest are: Geometry and Geometric PDE, Regularity of PDE. Recipient of the ICTP Ramanujan Prize 2022.
Cuprins
I Mathematical Modeling.- Backward bifurcation and equilibria stability analysis of COVID-19 transmission model with reinfection.- Multi-sites fisheries modeling with Ito stochastic differential equations and stochastic optimization problem.- II Analysis.- Iterative solutions for Hammerstein Equations with Monotone Mappings in Classical Banach Spaces.- A New Descent Algorithm for Uniformly Monotone Operators in Banach Spaces.- A New Steepest Descent Algorithm for Variational Inequality Problem in Banach Spaces.- Algorithm for Hammerstein Equations in Some Banach Spaces.- On Multipliers on Weighted Hypergroup Algebras.- Gradient Flows in Non-Conservative Systems.- Geometry III.- Isomorphisms and Hausdorff Properties for Bott-Chern Cohomology.- Integral Formulas in h-Almost Ricci-Bourguignon Solitons.- ETA-Ricci Yamabe Soliton on Para-Sasakian Manifolds with Semi-Symmetric Non-Metric Connection.- Parametrization of Algebraic Points on the Family of Hyperelliptic Curves II of Arnth-Jensen and Flynn.- Low Degree on the Curve.