Frontiers in Spray Drying (Advances in Drying Science and Technology)

"This book covers the latest developments and advances in spray drying and describes how they impact the basic aspect of designing and operating spray dryers. This generic approach allows users to understand how different basic aspects of spray drying have advanced and to apply these advances in their own specific spray drying applications. It also discusses the handling and control of spray dried products"--

Science & Math

Xiao, Jie

Fu, Nan

Woo, Meng Wai

Dong Chen, Xiao

Chemistry

CRC-Press

This book covers the latest developments and advances in spray drying and describes how they impact the basic aspect of designing and operating spray dryers. This generic approach allows users to understand how different basic aspects of spray drying have advanced. Users will learn how to apply these advances in their own specific spray drying applications. This book also discusses the handling and control of spray dried products. <ul> <li>Includes the latest techniques for use in the design and operation of spray drying operations</li> <li>Covers the basic operations of spray drying that can be applied to different applications of spray drying</li> <li>Discusses the handling and control of spray dried product qualities from a general approach, allowing readers to tailor these approaches to their own specific products</li> </ul> This book is aimed at professionals, researchers, and academics working in the fields of food, chemical, pharmaceutical, and industrial engineering.

Traditionally, elementary number theory is a branch of number theory dealing with the integers, but without use of techniques from other mathematical fields. In this concise and elegant book, the author has sought to pare away all material that might be considered extraneous to a three-hour-per-week, twelve-week semester course in elementary number theory. The author presents in natural sequence the basic ideas and results of elementary number theory, laying a strong foundation for later studies in algebraic number theory and analytic number theory. The only background knowledge required of the reader is of some simple properties of the system of integers. Elementary Number Theory begins with a few preliminaries on induction principles, followed by a quick review of division algorithms. Then in the second chapter, the author touches upon the usage of divisors, the greatest (or least) common divisor (multiple), the Euclidean algorithm, and linear indeterminate equations. This foundation supports discussions in the subsequent chapters concerning: prime numbers; congruences; congruent equations; and, finally, three additional topics (comprising cryptography, Diophantine equations and Gaussian integers). Each chapter concludes with exercises that both illustrate the theory and provide practice in the techniques. Answers to even-numbered problems are given at the end of the book.

Elementary Number Theory

Mathematics

International Press of Boston, Incorporated

The series is devoted to the publication of high-level monographs and specialized graduate texts which cover classical and modern analysis, partial differential equations with natural connections to geometry and the interplays between these fields and their applications to mathematical physics. Editor-in-Chief Jie Xiao, Memorial University, Canada Editorial Board Der-Chen Chang, Georgetown University, USA Goong Chen, Texas A&M University, USA Andrea Colesanti, University of Florence, Italy Robert McCann, University of Toronto, Canada De-Qi Zhang, National University of Singapore, Singapore Kehe Zhu, University at Albany, USA Please send any book proposals to <a>Jie Xiao</a>.

Qα Analysis on Euclidean Spaces (Advances in Analysis and Geometry, 1)

de Gruyter

This monograph develops the Gaussian functional capacity theory with applications to restricting the Gaussian Campanato/Sobolev/BV space. Included in the text is a new geometric characterization of the Gaussian 1-capacity and the Gaussian Poincaré 1-inequality. Applications to function spaces and geometric measures are also presented. This book will be of use to researchers who specialize in potential theory, elliptic differential equations, functional analysis, probability, and geometric measure theory.

Gaussian Capacity Analysis (Lecture Notes in Mathematics, 2225)

Yuan, Wen

Yang, Dachun

Liu, Liguang

Springer

ofmathematics is to determine One ofthe fundamental in area problems any underconsideration.As for the distinctvariantsofan complex-functional object for in the oneis equivalentrepresentations analysis, interested, example, studying This is classes of functions. ofthe invariant holomorphic problem conformally the classes. addressed here for Q holomorphic - dimensional anddm the element ofthetwo mea- For E Lebesgue P [0,oo) disk is ofthe class that function in the unit we aholomorphic D, f, sure, say provided Qp 1/2 11-iv-zl = :wED

Holomorphic Q Classes (Lecture Notes in Mathematics, 1767)

Business & Money

Economics

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Books by Xiao, Jie

See the best price to sell, buy, or rent books by Xiao, Jie. BookScouter helps to compare book prices from 25+ online bookstores and 30+ buyback vendors with a single search.

Frontiers in Spray Drying (Advances in Drying Science and Technology)

Frontiers in Spray Drying (Advances in Drying Science and Technology)

Elementary Number Theory

Qα Analysis on Euclidean Spaces (Advances in Analysis and Geometry, 1)

Gaussian Capacity Analysis (Lecture Notes in Mathematics, 2225)

Holomorphic Q Classes (Lecture Notes in Mathematics, 1767)