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  1. Chapter

    Introduction

    The Ginibre ensembles are non-Hermitian random matrices with real, complex or quaternion Gaussian entries. For reasons to be discussed below, these are denoted by GinOE, GinUE and GinSE respectively. With the ...

    Sung-Soo Byun, Peter J. Forrester in Progress on the Study of the Ginibre Ensembles (2025)

  2. No Access

    Chapter

    Emerging Topics in Dose-Finding and Beyond

    Finding the right dose or doses is one of the most important objectives in new drug development. In practice, dose-finding is a very difficult challenge in every phase of clinical development for new drugs. Th...

    Jingjing Ye, Ding-Geng Chen, Wen Zhou in Dose Finding and Beyond in Biopharmaceutic… (2025)

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    Chapter

    Introduction

    This book aims at presenting the finite element method from a mathematical viewpoint, with emphasis on the interest that mathematical analysis tools may have for practitioners.

    Franz Chouly in Finite Element Approximation of Boundary Value Problems (2025)

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    Chapter

    Dose Selection with 2-in-1 Design

    In oncology, dose-finding studies are largely performed only in Phase 1 clinical trials, and the maximum tolerated dose (MTD), a dose initially developed for systemic chemotherapies, is by default selected for...

    Eric (Pingye) Zhang, Hui Tang, Fang Liu in Dose Finding and Beyond in Biopharmaceutic… (2025)

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    Chapter and Conference Paper

    Geometric Inverse Problem for the Navier–Stokes Equations

    This chapter is concerned with the detection of objects immersed in a fluid flow from boundary measurements. To solve the considered geometric inverse problem, we propose an approach based on the Kohn–Vogelius...

    Maatoug Hassine, Sana Chaouch in Control Theory and Inverse Problems (2025)

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    Chapter and Conference Paper

    On Exponential Stability of a Delayed Thermoelastic System

    The presence of a delay in a thermoelastic system destroys the well-posedness and the stabilizing effect of the heat conduction. To avoid this problem, we add to the system, at the delayed equation, a Kelvin–V...

    Smain Moulay Khatir, Farhat Shel in Control Theory and Inverse Problems (2025)

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    Chapter and Conference Paper

    Optimization of Rate of Penetration through Regression Model

    The primary objective of this study is to enhance drilling efficiency and reduce operational costs for drilling tools by optimizing the Rate of Penetration (ROP). To achieve this, three optimization methods ar...

    Samir Toumi, Rached Bouyahi in Control Theory and Inverse Problems (2025)

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    Book

  9. No Access

    Chapter and Conference Paper

    Some Insights on the Practical Control of Hyperbolic Systems

    In this chapter, we present some recent developments in the practical control of hyperbolic systems. Although our primary focus lies on scalar balance laws, most of the results showcased herein can be extended...

    Jean Auriol in Control Theory and Inverse Problems (2025)

  10. Chapter

    Fluctuation Formulas

    Generally, a statistic of a point process refers to the stochastic variable defined by evaluating a function at the points. In this setting the class of functions of a single variable are referred to as linear...

    Sung-Soo Byun, Peter J. Forrester in Progress on the Study of the Ginibre Ensembles (2025)

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    Chapter and Conference Paper

    On the Path to Deciphering the Helffer–Nier Conjecture

    In this note, we present a thorough survey of the properties and compactness criteria for the resolvent of the Kramers–Fokker–Planck operator. We examine several notable articles, such as Ben Said et al. (Quat...

    Mona Ben Said in Control Theory and Inverse Problems (2025)

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    Chapter

    Construction of Numbers

    The natural numbers emerge here from Peano’s axioms and basic set theory. From these the ring of integers is formed. Then the increasingly larger fields of rational, real, and complex numbers are constructed. ...

    Lars Tuset in Abstract Algebra via Numbers (2025)

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    Book and Conference Proceedings

    Control Theory and Inverse Problems

    The 2023 Workshop in Monastir, Tunisia

    Kaïs Ammari, Islam Boussaada in Trends in Mathematics (2025)

  14. Chapter

    Normal Matrix Models

    Normal matrix models, characterised by the requirement that the matrices commute with their adjoint so that their eigenvectors form a unitary matrix, permit an explicit Coulomb gas Boltzmann factor type eigenv...

    Sung-Soo Byun, Peter J. Forrester in Progress on the Study of the Ginibre Ensembles (2025)

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    Chapter

    Appendix

    This includes some topics related to numbers. The study of the distribution of primes is extended, also with a brief discussion of the Riemann zeta-function. Bernoulli numbers are considered, and the transcend...

    Lars Tuset in Abstract Algebra via Numbers (2025)

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    Chapter

    Patient-Reported Tolerability in Oncology Drug Development

    Regulatory agencies, professional societies, and patient groups have encouraged the inclusion of patient-reported outcomes (PROs) in clinical trials. There is a growing understanding of and encouragement for t...

    Jessica Roydhouse, Ethan Basch in Dose Finding and Beyond in Biopharmaceutic… (2025)

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    Chapter and Conference Paper

    An Inverse Problem for the Wave Equation in Anisotropic Media

    This chapter deals with an inverse boundary value problem arising from scalar wave equation in anisotropic media. We reconstruct small perturbations of the anisotropic conductivity from partial dynamic boundar...

    Houssem Lihiou in Control Theory and Inverse Problems (2025)

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    Chapter

    Groups

    Groups are studied, starting with basic definitions, like cosets, normal subgroups, quotient groups, normalizers, centralizers, morphisms, leading to the fundamental isomorphisms theorems. On the way, cyclic g...

    Lars Tuset in Abstract Algebra via Numbers (2025)

  19. No Access

    Chapter

    Power Series and the Frobenius Method

    We present in this chapter some concepts and results on power series, which are used in the study of the Frobenius method for solving homogeneous linear second-order ordinary differential equations with noncon...

    Edmundo Capelas de Oliveira in Analytical Methods in Applied Mathematics (2025)

  20. Book and Conference Proceedings

    Stochastic Transport in Upper Ocean Dynamics III

    STUOD 2023 Workshop, Plouzané, France, September 25–28

    Bertrand Chapron, Dan Crisan in Mathematics of Planet Earth (2025)

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