Table of Contents

Table of Contents

Preface

Chapter 1. Some Considerations on Orthogonality, Strict Separation Theorems and Applications in Hilbert Spaces
(Manuel Alberto M. Ferreira, Instituto Universitário de Lisboa, Information Sciences, Technologies and Architecture Research Center, Business Research Unit, Lisboa, Portugal)

Chapter 2. Solution Estimates for Autonomous Differential Equations in a Hilbert Space with Several Delays
(Michael Gil, Department of Mathematics, Ben Gurion University of the Negev, Beer-Sheva, Israel)

Chapter 3. Controllability of Quasi-Linear Evolution Differential System in a Separable Banach Space
(Bheeman Radhakrishnan, Department of Mathematics, PSG College of Technology, Coimbatore, TamilNadu, India)

Chapter 4. Derivations of Operator Algebras on Hypercomplex Hilbert Spaces and Related Modules
(S.V. Ludkowski, Department of Applied Mathematics, Moscow State Technological University MIREA-RTU, Moscow, Russia)

Chapter 5. On Analytic Solutions of the Driven, 2-Photon and Two-Mode Quantum Rabi Models
(Yao-Zhong Zhang, School of Mathematics and Physics, University of Queensland, Brisbane, Queensland, Australia)

Chapter 6. Hilbert Space of Model Hamiltonians
(Medha Sharma, PhD, Mater Dei School,Tilak Lane, New Delhi, India)

Chapter 7. Enlarged Hilbert Spaces and Applications in Quantum Physics
(Le Bin Ho, Department of Physics, Kindai University, Higashi-Osaka, Japan, and others)

Index

Reviews

“The text is remarkable both from a scientific and pedagogical point of view. It is organized in such a way that the first chapters form the basis for the following, linked together as if it were a construction that is based on the foundations and evolves to the roof.” READ MORE… – Manuel Alberto M. Ferreira, Professor Emeritus, ISCTE – Lisbon University Institute, Lisbon, Portugal