Books published by Springer Nature Switzerland AG

This volume provides a critical response to the COVID-19 pandemic showcasing the full range of issues and perspectives that the discipline of geography can expose and bring to the table, not only to this specific event, but to others like it that might occur in future. Comprised of almost 60 short (2500 word) easy to read chapters, the collection provides numerous theoretical, empirical and methodological entry points to understanding the ways in which space, place and other geographical phenomenon are implicated in the crisis. Although falling under a health geography book series, the book explores the centrality and importance of a full range of biological, material, social, cultural, economic, urban, rural and other geographies. Hence the book bridges fields of study and sub-disciplines that are often regarded as separate worlds, demonstrating the potential for future collaboration and cross-disciplinary inquiry. Indeed book articulates a diverse but ultimatelyfulsome and multiscalar geographical approach to the major health challenge of our time, bringing different types of scholarship together with common purpose. The intended audience ranges from senior undergraduate students and graduate students to professional academics in geography and a host of related disciplines. These scholars might be interested in COVID-19 specifically or in the book¿s broad disciplinary approach to infectious disease more generally. The book will also be helpful to policy-makers at various levels in formulating responses, and to general readers interested in learning about the COVID-19 crisis.

J. S. Silverberg, The Most Obscure and Inconvenient Tables ever Constructed.- D. J. Melville, Commercializing Arithmetic: The Case of Edward Hatton.- C. Baltus, Leading to Poncelet: A Story of Collinear Points.- R. Godard, Cauchy, Le Verrier et Jacobi sur le problème algébrique des valeurs propres et les inégalités séculaires des mouvements des planètes.- A. Ackerberg-Hastings, Mathematics in Astronomy at Harvard College Before 1839 as a Case Study for Teaching Historical Writing in Mathematics Courses.- J. J. Tattersall, S. L. McMurran, "Lectures for Women" and the Founding of Newnham College, Cambridge.- D. Waszek, Are Euclid''s Diagrams "Representations"? On an Argument by Ken Manders.- B. Buldt, Abstraction by Embedding and Constraint-Based Design.- W. Meyer, The Birth of Undergraduate Modern Algebra in the United States.- P. Liu, History as a Source of Mathematical Narrative in Developing Students'' Interpretations of Mathematics.- F. Kamareddine, J. P. Seldin, Thoughts on Using the History of Mathematics to Teach the Foundations of Mathematical Analysis.

Introduction.- Part I: Forward Modelling of the Gravity Field.- The Vertical Gravitational Signal of Homogeneous Bodies, Bounded in the Horizon Plane.- Fourier Methods.- Part II: The Preprocessing and Processing of Gravity Data: From Observations to a Gravity Map on a Local Horizontal Plane.- The Gravity Field of Earth.- Gravity Surveying and Preprocessing.- Gravity Processing.- Part III: Inverse Theory and Applications.- Elementary Inverse Theory.- On the Mathematical Characterization of the Inverse Gravity Problem.- General Inversion Approaches.- Some Conclusions.- Part IV: Appendices.- Mathematical Auxillia.- The Theory of Random Fields and the Wiener-Kolmogorov Prediction Method.- The Tikhonov Regularization and Morozov''s Discrepancy Principle.

This volume is addressed to people who are interested in modern mathematical solutions for real life applications. The presented chapters demonstrate the power of this emerging research field and show how society can benefit from applied mathematics.

This book focuses on creativity and showcases a specific approach to creativity. This new approach to creativity is an extension of the 4 'P' approach (person, process, press, and product) which has dominated the literature since the 1960s.

This volume discusses how the use of technology creates opportunities for effective teaching practice and illustrates ways to apply innovative and stimulating ways to engage and interact with students on-line.

This book offers the first comprehensive and authoritative text on the history of physics in Italy's industrial and financial capital, from the foundation of the University of Milan's Institute of Physics in 1924 up to the early 1960s, when it moved to its current location.

It is of interest to philosophers of science, philosophers of mind and biology interested in the notion of levels, but also to psychologists, cognitive scientists and neuroscientists investigating such issues as the precise relation of the mental to the underlying neural structures and the appropriate approach to study it.

This volume gives an up-to-date review of the subject Integration in Finite Terms.

Introduction.- Thermal Insulation Materials and Radiation Control Technologies.- Why Buildings Need Thermal Insulations and Radiation Control Technologies.- A Short History of Thermal Insulation Use in Buildings.- An Overview of Past and Present Radiation Control Applications in Buildings.- Thermal Insulation Performance - Heat Transfer Fundamentals.- Thermal Bridging - a Construction Reality.-  Building Energy Dynamics - Thermal Mass, Thermal Comfort and Energy Conservation.- Impact of Hygrothermal Processes on Building Enclosure Performance.- Thermal Insulations Using Natural Materials.- Fibrous and Particulate Insulations.- Lightweight Concretes, Gypsums, and Clay-Based Materials as Insulation.- Cellular-Plastic Insulations.- High Performance Thermal Insulations.- Dynamic Thermal Insulations.- Today''s Radiation Control Products for Use in Buildings.- Physical Characteristics and Test Methods for Thermal Insulations.- Thermal Insulations and Fire Safety.- Thermal Insulation and Sound Transmission.- Health Impact of Common Building Insulations.- References.- Appendices.