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A look at all the key topics in intermediate-level macroeconomic theory with carefully chosen linear versions of the standard models of both the closed and the open economy. It requires no mathematical proficiency beyond high school level algebra, and has been thoroughly tested in the classroom.
Macroeconomics --- Mathematical models. --- Mathematical models --- E-books
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Although mathematical demography has traditionally studied the so-called stable population (fixed mortality and fertility schedules), Ansley Coale investigates now the dynamics of population growth and structure-the changing age composition of a population as birth and death rates fluctuate.Originally published in 1972.The Princeton Legacy Library uses the latest print-on-demand technology to again make available previously out-of-print books from the distinguished backlist of Princeton University Press. These editions preserve the original texts of these important books while presenting them in durable paperback and hardcover editions. The goal of the Princeton Legacy Library is to vastly increase access to the rich scholarly heritage found in the thousands of books published by Princeton University Press since its founding in 1905.
Demography --- Mathematical models. --- Demography - Mathematical models.
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Internationally recognized authority on Differential Forms, Ismo V. Lindell, presents the tools for analyzing electromagnetic problems with special attention on electromagnetic media. The tools are applicable in basic studies of metamaterials and metasurfaces. This book deals with electromagnetic equations in terms of differential forms and exterior calculus (multivectors, multiforms and dyadics), allowing a coordinate-free way of doing analytic work. Also, applying four-dimensional formalism equations and expressions can be handled in a more compact form than through the conventional three-dimensional formalism. The content focuses on electromagnetic media by defining medium classes in several different ways and analyzing wave propagation in them. This book also deals with generation of boundary surfaces in terms of special medium interfaces. The introductory material on various types of dyadics is extended to include an appendix of operational rules ready for application. . Presents the tools for analyzing electromagnetic problems with special attention on electromagnetic media . Includes solutions to end of chapter problems within the appendix . Written by an internationally recognized expert on Differential Forms Multiforms, Dyadics and Electromagnetic Media is mainly focused on applying the formalism to the analysis of electromagnetic media as inspired by the ongoing engineering interest in constructing novel metamaterials and metaboundaries. Ismo V. Lindell is a Professor Emeritus in the Department of Radio Science and Engineering, in the School of Electrical Engineering at the Aalto University, Finland. Dr. Lindell has received many honors in the course of his career, including his recognition as an IEEE Fellow in 1990 for his contributions to electromagnetic theory and for the development of education in electromagnetics in Finland. Dr. Lindell has authored or co-authored 3 books in English, authored or co-authored 10 books in Finnish, and published several hundred articles in professional journals, conference proceedings, and contributed chapters to other books.
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The early exercise opportunity of an American option makes it challenging to price and an array of approaches have been proposed in the vast literature on this topic. In The Numerical Solution of the American Option Pricing Problem , Carl Chiarella, Boda Kang and Gunter Meyer focus on two numerical approaches that have proved useful for finding all prices, hedge ratios and early exercise boundaries of an American option. One is a finite difference approach which is based on the numerical solution of the partial differential equations with the free boundary problem arising in American option pr
Options (Finance) --- Mathematical models. --- Mathematical models --- E-books --- Capital structure
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Mathematical and Physical Fundamentals of Climate Change is the first book to provide an overview of the math and physics necessary for scientists to understand and apply atmospheric and oceanic models to climate research. The book begins with basic mathematics then leads on to specific applications in atmospheric and ocean dynamics, such as fluid dynamics, atmospheric dynamics, oceanic dynamics, and glaciers and sea level rise. Mathematical and Physical Fundamentals of Climate Change provides a solid foundation in math and physics with which to understand global warming, natural climate var
Climatic changes --- Environmental sciences --- Mathematical models.
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Introduction to the Modelling of Marine Ecosystems, Second Edition provides foundational information on the construction of chemical and biological models - from simple cases to more complex biogeochemical models and life cycle resolving model components. This step-by-step approach to increasing the complexity of the models allows readers to explore the theoretical framework and become familiar with the models even when they have limited experience in mathematical modeling. Introduction to the Modelling of Marine Ecosystems shows how biological model components can be integrated into three dim
Biotic communities --- Marine ecology --- Mathematical models.
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This self-contained module for independent study covers the subjects most often needed by non-mathematics graduates, such as fundamental calculus, linear algebra, probability, and basic numerical methods. The easily-understandable text of "Introduction to Actuarial and Mathematical Methods" features examples, motivations, and lots of practice from a large number of end-of-chapter questions. Questions range from short calculations to large project-based assignments, all designed to promote independent thinking and the application of mathematical ideas. Model solutions are included. The intuitive organization of "Introduction to Actuarial and Mathematical Methods" maximizes its usefulness as a means of self-study and as a reference source. Financial concepts and terminology introduce every mathematical concept and theory. For readers with diverse backgrounds entering programs of the Institute and Faculty of Actuaries, the Society of Actuaries, and the CFA Institute, "Introduction to Actuarial and Mathematical Methods" can provide a consistency of mathematical knowledge from the outset. -- From book cover.
Finance -- Mathematical models. --- Financial engineering. --- Insurance -- Mathematical models. --- Insurance --- Business mathematics --- Actuarial science --- Finance --- Business & Economics --- Mathematics --- Mathematical models --- Financial statistics
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This text examines issues related to the way modelling and simulation enable us to reconstruct aspects of the world we are investigating. It also investigates the processes by which we extract concrete knowledge from those reconstructions and how that knowledge is legitimated.
Science --- Physics --- Mathematics --- Logic of mathematics --- Mathematics, Logic of --- Natural philosophy --- Philosophy, Natural --- Physical sciences --- Dynamics --- Natural science --- Science of science --- Sciences --- Mathematical models. --- Philosophy --- Natural sciences --- Mathematical models --- Mathematics - Philosophy --- Physics - Mathematical models --- Science - Mathematical models
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Modelling and Simulation of Reactive Flows presents information on modeling and how to numerically solve reactive flows. The book offers a distinctive approach that combines diffusion flames and geochemical flow problems, providing users with a comprehensive resource that bridges the gap for scientists, engineers, and the industry. Specifically, the book looks at the basic concepts related to reaction rates, chemical kinetics, and the development of reduced kinetic mechanisms. It considers the most common methods used in practical situations, along with equations for reactive flows, and va
Fluid dynamics --- Chemical kinetics --- Transport theory --- Mathematical models.
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Interest rate risk --- Mathematical models. --- Financial risk management
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