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Great strides have been made in the development of analog filters over the past few decades.  The first book to treat these recent advances in depth, VLSI Analog Filters provides a comprehensive guide for researchers and upper-level graduate students, fully preparing readers for professional work.  In particular, the work covers active RC filters, OTA-C filters, and Switched-capacitor filters, including advanced design techniques for low power and high-speed designs, analysis and compensation of non-idealities, and practical case studies of contemporary designs.  Throughout the book, exercises are included to reinforce understanding of concepts, and simulations are used to enhance connections to practical applications. This advanced textbook is suitable for engineering graduate students studying analog filter design, offering a full course that may feed seamlessly to employment in industry.  At the same time, it serves as an extremely valuable reference for researchers and engineers looking to gain a deeper understanding of the field.

Electric filters -- Design and construction. --- Integrated circuits -- Very large scale integration -- Design and construction. --- Semiconductors -- Etching. --- Vapor-plating. --- Integrated circuits --- Electric filters --- Electrical & Computer Engineering --- Engineering & Applied Sciences --- Electrical Engineering --- Very large scale integration --- Design and construction --- Design and construction. --- Engineering. --- Applied mathematics. --- Engineering mathematics. --- Information theory. --- Mathematical physics. --- Engineering design. --- Electrical engineering. --- Electrical Engineering. --- Engineering Design. --- Information and Communication, Circuits. --- Applications of Mathematics. --- Appl.Mathematics/Computational Methods of Engineering. --- Mathematical Applications in the Physical Sciences. --- Computer engineering. --- Mathematics. --- Mathematical and Computational Engineering. --- Engineering --- Engineering analysis --- Mathematical analysis --- Math --- Science --- Design, Engineering --- Industrial design --- Strains and stresses --- Computers --- Mathematics --- Design --- Physical mathematics --- Physics --- Communication theory --- Communication --- Cybernetics --- Electric engineering --- Computer science --- Electrical and Electronic Engineering. --- Mathematical Applications in Computer Science. --- Mathematical and Computational Engineering Applications. --- Mathematical Physics. --- Data processing. --- Computer mathematics --- Electronic data processing

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This book provides a primary resource in basic fixed-point theorems due to Banach, Brouwer, Schauder and Tarski and their applications. Key topics covered include Sharkovsky’s theorem on periodic points, Thron’s results on the convergence of certain real iterates, Shield’s common fixed theorem for a commuting family of analytic functions and Bergweiler’s existence theorem on fixed points of the composition of certain meromorphic functions with transcendental entire functions. Generalizations of Tarski’s theorem by Merrifield and Stein and Abian’s proof of the equivalence of Bourbaki–Zermelo fixed-point theorem and the Axiom of Choice are described in the setting of posets. A detailed treatment of Ward’s theory of partially ordered topological spaces culminates in Sherrer fixed-point theorem. It elaborates Manka’s proof of the fixed-point property of arcwise connected hereditarily unicoherent continua, based on the connection he observed between set theory and fixed-point theory via a certain partial order. Contraction principle is provided with two proofs: one due to Palais and the other due to Barranga. Applications of the contraction principle include the proofs of algebraic Weierstrass preparation theorem, a Cauchy–Kowalevsky theorem for partial differential equations and the central limit theorem. It also provides a proof of the converse of the contraction principle due to Jachymski, a proof of fixed point theorem for continuous generalized contractions, a proof of Browder–Gohde–Kirk fixed point theorem, a proof of Stalling's generalization of Brouwer's theorem, examine Caristi's fixed point theorem, and highlights Kakutani's theorems on common fixed points and their applications.

Global analysis (Mathematics). --- Analysis. --- Analysis, Global (Mathematics) --- Differential topology --- Functions of complex variables --- Geometry, Algebraic --- Fixed point theory. --- Mathematical analysis. --- Analysis (Mathematics). --- 517.1 Mathematical analysis --- Mathematical analysis

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This book investigates the process of translation in light of the dialogical principles proposed by the Russian literary theorist and philosopher Mikhail Bakhtin. It problematizes interlingual translations by questioning the two extreme tendencies in translation; namely, complete target-orientedness on the one hand, and close imitation of the source-text on the other. In the field of cultural encounters, it envisages a Bakhtinian model which is proposed as an alternative to the existing interpretations that discuss the cultural subtleties when two different cultures encounter each other. The o

Philology. --- Vertalen en filosofie. --- Literature --- Letterkunde --- Subject (Philosophy) in literature. --- Intersubjectivity in literature. --- Dialogism (Literary analysis). --- History and criticism --- Theory, etc. --- geschiedenis en kritiek. --- Aesthetics. --- Bakhtin, M. M., --- Criticism and interpretation. --- Bakhtin, M. M. --- Bachtin, Michail, --- Bachtin, Michail M., --- Baxtin, Mixail Mixailovič, --- Bakhtine, Mikhaïl, --- Bajtin, Mijail, --- Bakhtin, Mikhail Mikhaĭlovich --- Bakhtin, Mikhail Mikhaĭlovich, --- Bahŭchʻin, --- Bahtyin, M. M. --- Bahtyin, Mihail Mihajlovics, --- Bahtin, M. M., --- Bachtinas, M. --- Bachtinas, Michailas, --- Бахтин, М. М. --- Bahtin, Mihail, --- Bakhtin, Mikhail, --- Бахтин, Михаил Михайлович, --- Translation science --- Bakhtin, Michael M. --- Geschiedenis en kritiek. --- Bakhtin, Mikhayil, --- Literature History and criticism

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This book contains select papers on mathematical analysis and modeling, discrete mathematics, fuzzy sets, and soft computing. All the papers were presented at the international conference on FIM28-SCMSPS20 virtually held at Sri Sivasubramaniya Nadar (SSN) College of Engineering, Chennai, India, and Stella Maris College (Autonomous), Chennai, from November 23–27, 2020. The conference was jointly held with the support of the Forum for Interdisciplinary Mathematics. Both the invited articles and submitted papers were broadly grouped under three heads: Part 1 on analysis and modeling (six chapters), Part 2 on discrete mathematics and applications (six chapters), and Part 3 on fuzzy sets and soft computing (three chapters).

Discrete mathematics. --- Mathematics --- Data processing. --- Discrete mathematical structures --- Mathematical structures, Discrete --- Structures, Discrete mathematical --- Numerical analysis --- Matemàtica --- Processament de dades --- Anàlisi matemàtica --- Matemàtica discreta --- Informàtica tova --- Models matemàtics

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This book presents a new account of Euphorbia in southern Africa. Euphorbia is the second largest genus of plants in the world. Southern Africa enjoys a high diversity in Euphorbia and 170 species occur here naturally. Of these 170 species, 128 or 74% are endemic. Where most species of Euphorbia in the northern hemisphere are herbs or shrubs, most of those in southern African are succulent. These succulents range from small, almost geophytic forms where the tuber is larger than the above-ground parts to huge trees 6 to 15 m or more in height. Many of them are spiny. There are also small numbers of herbaceous species in southern Africa and many of these are also dealt with here. The last account of the succulent species for southern Africa was published in 1941 and much new data has accumulated since then. Our understanding of the relationships of the species in Euphorbia has also been greatly enhanced by recent analyses of DNA-data, which led to new and unexpected results. From this new information an entirely new classification was developed, in which Euphorbiawas divided into four subgenera. This provides the taxonomic framework for the presentation of our species here. Around ten new species have been described and these are presented in detail for the first time. This monograph is made up of two volumes. Volume 1 contains an extensive introductory chapter with an overview of the genus in the region, emphasizing many of its important and distinctive features. This is followed by Chapter 2, which deals with subgenus Athymalus. Of the four subgenera, this one is by far the most diverse in southern Africa, with 80 species. Volume 2 contains Chapters 3 (subg. Chamaesyce, 34 species), 4 (subg. Esula, 11 species) and 5 (subg. Euphorbia, 45 species), as well as an additional Chapter 6 covering the remarkable diversity of subg. Euphorbia in Moçambique. Each of Chapters 2 to 5 includes a key to all the species, followed by an account of each of them. This account includes synonymy, a description, data on distribution and habitat, line-drawings of floral features and other diagnostic details, notes on how the species is distinguished from its closest relatives and a brief history of its discovery. Several colour photographs are included for each species, illustrating its habitat, vegetative habit and flowering features, demonstrating key points distinguishing it from others and often showing its variability. Euphorbia is an important component of the vegetation in many of the drier parts of southern Africa. This book is based on a thorough evaluation of the vast herbarium record for southern African members of Euphorbia, on the extensive field-work conducted in the region and the wide taxonomic experience of the author. It is believed that both the professional botanist and the layman will find much that is new and informative in this monograph.

General ecology and biosociology --- Plant physiology. Plant biophysics --- plantenfysiologie --- biodiversiteit --- Plants --- Biodiversity. --- Plant Evolution. --- Plant Development. --- Evolution. --- Development.