Robert E. White

Computational Mathematics: Models, Methods, and Analysis with MATLAB® and MPI is a unique book covering the concepts and techniques at the core of computational science. The author delivers a hands-on introduction to nonlinear, 2D, and 3D models; nonrectangular domains; systems of partial differential equations; and large algebraic problems requiring high-performance computing. The book shows how to apply a model, select a numerical method, implement computer simulations, and assess the ensuing results.Providing a wealth of MATLAB, Fortran, and C++ code online for download, the Second Edition of this very popular text:Includes a new chapter with two sections on the finite element method, two sections on shallow water waves, and two sections on the driven cavity problemIntroduces multiprocessor/multicore computers, parallel MATLAB, and message passing interface (MPI) in the chapter on high-performance computingUpdates and adds code and documentationComputational Mathematics: Models, Methods, and Analysis with MATLAB® and MPI, Second Edition is an ideal textbook for an undergraduate course taught to mathematics, computer science, and engineering students. By using code in practical ways, students take their first steps toward more sophisticated numerical modeling.

Never have policy initiatives been so important than in today’s society. Neoliberal manifestations, climate change, civil rights movements, and governmental reactions to these issues have created a backdrop where greater education in policy analysis and development is vital. Policy is often created for accruing power, expanding privilege, and further marginalizing oppressed groups. Educating policy developers and consumers is but one means of harnessing the positive power of policy while restraining the tendencies to pervert policy for the betterment of a powerful hegemonic elite. Policy Matters: Perspectives, Procedures, and Processes demystifies policy, exploring how it may truly be transformative in combatting hegemonic and neoliberal incursions into the educational arena. The traditional theory / practice divide is overcome here, uniquely, as educational policy is united with educational reality to empower educators, education stakeholders, and citizens to use policy, policy development, and policy initiatives for the betterment of society as a whole.

Courses on linear algebra and numerical analysis need each other. Often NA courses have some linear algebra topics, and LA courses mention some topics from numerical analysis/scientific computing. This text merges these two areas into one introductory undergraduate course. It assumes students have had multivariable calculus. A second goal of this text is to demonstrate the intimate relationship of linear algebra to applications/computations.A rigorous presentation has been maintained. A third reason for writing this text is to present, in the first half of the course, the very important topic on singular value decomposition, SVD. This is done by first restricting consideration to real matrices and vector spaces. The general inner product vector spaces are considered starting in the middle of the text.The text has a number of applications. These are to motivate the student to study the linear algebra topics. Also, the text has a number of computations. MATLAB® is used, but one could modify these codes to other programming languages. These are either to simplify some linear algebra computation, or to model a particular application.

This volume describes and discusses some of the intricacies associated with qualitative research in this post-modern era. It is the second of a two-volume set. It strives to define terms, identifies paradigms, methodologies and approaches that are applicable to novice and expert researchers alike. The book pays special attention to the biographies of those individuals who have helped to shape and develop these methodologies or research designs. In addition, consideration is given to historical and political underpinnings that relate to the development of qualitative research methodologies. Each research design is described in detail and the similarities and differences among them are explored. This volume makes use of a contextual approach to research and features interviews with scholars who have assisted in developing such methodologies. Of interest are numerous features such as questions for further study and annotated bibliographies that extend the scope of each of the methodologies described.

This volume describes and discusses some of the intricacies associated with qualitative research in this post-modern era. It is the second of a two-volume set. It strives to define terms, identifies paradigms, methodologies and approaches that are applicable to novice and expert researchers alike. The book pays special attention to the biographies of those individuals who have helped to shape and develop these methodologies or research designs. In addition, consideration is given to historical and political underpinnings that relate to the development of qualitative research methodologies. Each research design is described in detail and the similarities and differences among them are explored. This volume makes use of a contextual approach to research and features interviews with scholars who have assisted in developing such methodologies. Of interest are numerous features such as questions for further study and annotated bibliographies that extend the scope of each of the methodologies described.

Computational Mathematics: Models, Methods, and Analysis with MATLAB® and MPI is a unique book covering the concepts and techniques at the core of computational science. The author delivers a hands-on introduction to nonlinear, 2D, and 3D models; nonrectangular domains; systems of partial differential equations; and large algebraic problems requiring high-performance computing. The book shows how to apply a model, select a numerical method, implement computer simulations, and assess the ensuing results.Providing a wealth of MATLAB, Fortran, and C++ code online for download, the Second Edition of this very popular text: Includes a new chapter with two sections on the finite element method, two sections on shallow water waves, and two sections on the driven cavity problemIntroduces multiprocessor/multicore computers, parallel MATLAB, and message passing interface (MPI) in the chapter on high-performance computingUpdates and adds code and documentationComputational Mathematics: Models, Methods, and Analysis with MATLAB® and MPI, Second Edition is an ideal textbook for an undergraduate course taught to mathematics, computer science, and engineering students. By using code in practical ways, students take their first steps toward more sophisticated numerical modeling.

The first edition of Understanding Vineyard Soils, published in 2009, has been praised for its comprehensive coverage of soil topics relevant to viticulture, and is a major resource for professionals in the industry. However, the subject is not static--new developments are occurring in the field all the time. For example, the 'organic movement' in viticulture continues to grow in importance and the emphasis on wine quality relevant to quantity is changing in an increasingly competitive world market. The promotion of organic and biodynamic practices has raised a general awareness about 'soil health' and methods to assess it, which is often associated primarily with the biological status of the soil. Many commercial laboratories offer an extensive range of tests for soil (biological) health, the relevance of which is not clear to many growers. However, the development of new tools for characterizing soil microorganisms and identifying the specific functions of taxonomic groups is an exciting area of research that may offer answers to some of these questions in the future. This second edition of White's influential book presents the latest updates and developments in vineyard and soil management practices. Just like the first edition, Understanding Vineyard Soils introduces readers from all backgrounds to the principles of viticulture.

Qualitative Research is changing as a result of postmodern influences which have changed the way research is interpreted and understood. This has prompted questions which have been knocking at the door of qualitative research for some time now: Who is the researcher in this research account? How does the researcher relate to his/her research? How can the researcher who reads qualitative research relate to and understand the nuances and complexities in qualitative research? How can this volume help us to, not only describe, effect and manage change, but help us to understand, imagine and affect policies, practices and procedures related to research? What can we learn from researchers at the top of their stride who have struggled in order to develop qualitative research? The book includes illustrative interviews with world famous scholars. William Pinar, Norman Denzin, Henry Giroux, Zygmunt Bauman and Maxine Greene invite the student to engage reflectively and to figure out the rudiments and connections of research methodology and methods for theses. The developed so called “The Five Contexts” serves as a theoretical framework for conducting, understanding and interpreting qualitative research in a variety of disciplines in this post-modern era .

As discrete models and computing have become more common, there is a need to study matrix computation and numerical linear algebra. Encompassing a diverse mathematical core, Elements of Matrix Modeling and Computing with MATLAB examines a variety of applications and their modeling processes, showing you how to develop matrix models and solve algebraic systems. Emphasizing practical skills, it creates a bridge from problems with two and three variables to more realistic problems that have additional variables. Elements of Matrix Modeling and Computing with MATLAB focuses on seven basic applications: circuits, trusses, mixing tanks, heat conduction, data modeling, motion of a mass, and image filters. These applications are developed from very simple to more complex models. To explain the processes, the book explores numerous topics in linear algebra, including complex numbers and functions, matrices, algebraic systems, curve fitting, elements of linear differential equations, transform methods, and tools of computation. For example, the author uses linearly independent vectors and subspaces to explain over- and under-determined systems, eigenvalues and eigenvectors to solve initial value problems, and discrete Fourier transforms to perform image filtering in the frequency domain. Although the primary focus is to cultivate calculation skills by hand, most chapters also include MATLAB to help with more complicated calculations.

Principles and Practice of Soil Science, Fourth Editionprovides a current and comprehensive introduction to soil science for students in the fields of environmental and agricultural science, ecology, soil and land management, natural resource management and environmental engineering. Covers all aspects of soil science including soil habitat, processes in the soil environment and soil management.Emphasizes the applications of soil science to the solution of practical problems in soil and land management.Highlights real world examples drawn from the author’s international experience in the field.Includes an expanded colour section of soil profiles and other features, and greater coverage of international soil classificationFeatures new problem sets and questions at the end of each chapter, designed to reinforce important principles. An answer key is provided at the end of the text.

Here is a book with numerous applications. It is intended to situate self-examination and issues-based learning in reality in a professional context in which teachers and students work to shape practices and identities. In this way, teachers can explore who they are as individuals, their understandings of themselves and their experiences, as well as the impact of these experiences in the classroom, the school, and the community. As a course book on teacher development, both for undergraduates and for teachers embarking on post-graduate work, the focus on real-life experience forges powerful links between the theoretical underpinnings of teaching and classroom practices. Burning Issues may also serve as a foundation book for coursework and workshops exploring research on teachers and teacher development. As a sourcebook for in-service teachers, the authors focus attention on real life experiences, theory, and practices associated with reflection and emancipation. The authors offer a vision for crafting a career-long tradition in critical inquiry. Educators of any stripe will find this text useful and informative.

In recent years, viticulture has seen phenomenal growth, particularly in such countries as Australia, New Zealand, the United States, Chile, and South Africa. The surge in production of quality wines in these countries has been built largely on the practice of good enology and investment in high technology in the winery, enabling vintners to produce consistently good, even fine wines. Yet less attention has been paid to the influence of vineyard conditions on wines and their distinctiveness-an influence that is embodied in the French concept of terroir. An essential component of terroir is soil and the interaction between it, local climate, vineyard practices, and grape variety on the quality of grapes and distinctiveness of their flavor. This book considers that component, providing basic information on soil properties and behavior in the context of site selection for new vineyards and on the demands placed on soils for grape growth and production of wines. Soils for Fine Wines will be of interest to professors and upper-level students in enology, viticulture, soils and agronomy as well as wine enthusiasts and professionals in the wine industry.