Nonlinear Analysis, Geometry and Applications

Chapter 1 Existence in α $$\alpha $$ -Norm of μ − $$\mu -$$ Pseudo Almost Automorphic Mild Solutions for Mean Field Stochastic Evolution Equations

Chapter 2 Generation and Structural Characterization for Randomly Dispersed Non-overlapping Spheres by Lennard-Jones Potential Based on Molecular Dynamics Simulations and the Two-Point Correlation Functions

Chapter 4 Optimal Control on a Mathematical Model of SIR and Application to Covid-19

Chapter 5 A New Fixed Point Theorem for Systems of Inclusion Problems in Banach Spaces

Chapter 6 A Mann Type Iterative Algorithm for Bounded and Strongly Monotone Mappings in Certain Banach Spaces

Chapter 7 A New Krasnoselskii’s Type Iterative Method for Hammerstein Equations with Monotone Mappings in Certain Banach Spaces

Chapter 8 Hamilton-Jacobi Equations and Mathematical Morphology in Pseudo-Riemannian Manifolds

Chapter 9 On a Nonlinear Dirichlet Eigenvalue Problem

Chapter 10 A Variational Approach to the Eigenvalue Problem for Complex Hessian Operators

Chapter 11 Complex Structure on Pseudo-Riemannian Poisson Manifolds

Chapter 12 On the Existence of η $$\eta $$ -Einstein Contact Metric Structures

Chapter 13 Metrics Induced by ℝ 6 + k $$\mathbb {R}^{6+k}$$ on the Graph of k -Smooth Functions and the Hopf Conjecture

Chapter 14 Some Results on Warped Product η $$\eta $$ -Ricci-Bourguignon Solitons

Chapter 15 On Dual Quaternions, Dual Split Quaternions and Cartan-Schouten Metrics on Perfect Lie Groups

Chapter 16 Parametrization of Algebraic Points of Low Degree on the Hyperelliptic Curves y 2 = x ( x 2 − n 2 ) ( x 2 − 4 n 2 ) $$y^{2}=x(x^2-n^2)(x^2-4n^2)$$

Chapter 17 Quartic Points on C 2 ( 7 ) $$\mathcal {C}_2 (7)$$

Chapter 18 Algebraic Points of Any Degree on the Affine Curve y 2 = 3 x ( x 4 + 3 ) $$y^{2}=3x(x^{4}+3)$$

Chapter 19 Algebraic Points of Given Degree on the Affine Curve C : y 2 + y = x 5 $$\mathcal {C}: y^{2}+y= x^{5}$$

Chapter 20 Algebraic Points of Given Degree on the Curve of Affine Equation: y 2 = x 5 + 6912 $$ {y^{2} =x^{5}+6912}$$

Chapter 21 The Rosenberg-Zelinsky Sequence of Dyslectic Yetter-Drinfel’d ( S , H ) $$(S,H)$$ -Modules