Analytical Morphology


Book Description




Modern Methods in Analytical Morphology


Book Description

While advances in modem medicine largely parallel our understanding of morphology, discoveries in morphology are propelled by developments of new tools and means to visualize and measure tissue elements. The invention of dissecting, light, fluorescence and electron microscopes together with advances in labeling and staining techniques are among the stepping stones of morphological progress. Today, we are in an exciting new era when classical morphology is being combined with developments from other disciplines. The combination of morphology and immunology resulted in immunocytochemistry; morphology and molecular biology led to in situ hybridization and in situ PCR. Adding computer science to morphology gave birth to image analysis. Combining laser technology and the microsope evolved into confocal microscope. For more than a decade, modem morphology has continued to develop by merging with other disciplines at a rate that is still gathering momentum, providing exciting and dynamic new frontiers for other biological fields. "Modem Methods in Analytical Morphology," based largely on the "First International Workshop on Modem Methods in Analytical Histochemistry, "is an updated review of the current trends in the field. It covers an extensive array of new technical developments in major disciplines of modem morphology. The authors are not only leaders in their fields but also have extensive "hands on" experience with "bench work. " Their chapters are written in a comprehensive manner including discussion of both theoretical considerations and practical applications to give the readers a broad view of the topics covered.




Morphological Image Analysis


Book Description

The book is self-contained in the sense that it is accessible to engineers, scientists, and practitioners having no prior experience with morphology. In addition, most necessary background notions about digital image processing are covered. The emphasis being put on the techniques useful for solving practical problems rather than the theory underlying mathematical morphology, no special knowledge about set theory and topology is required. Nevertheless, the book goes well beyond an introduction to mathematical morphology. Indeed, starting from the fundamental transformations, more elaborate methods which have proven their practical usefulness are explained. This is achieved through a step by step process pursued until the most recent advances.







What is Morphology?


Book Description

What is Morphology? is a concise and critical introduction to the central ideas of morphology, which has been revised and expanded to include additional material on morphological productivity and the mental lexicon, experimental and computational methods, and new teaching material. Introduces the fundamental aspects of morphology to students with minimal background in linguistics Includes additional material on morphological productivity and the mental lexicon, and experimental and computational methods Features new and revised exercises as well as suggestions for further reading at the end of each chapter Equips students with the skills to analyze a wide breadth of classic morphological issues through engaging examples Uses cross-linguistic data throughout to illustrate concepts, specifically referencing Kujamaat Joola, a Senegalese language Includes a new answer key, available for instructors online at http://www.wiley.com/go/aronoff




The Morphology of Urban Landscapes


Book Description

The urban morphology investigates settlement and urban forms. These do not change overnight, but in a process that follows certain principles. There is hardly anything more complex and contradictory than a city. Precisely because of this complexity, there is little agreement on definitions and procedural methods. This applies in particular to urban planning, which is not only concerned with analysis, but also with the design and transformation of cities. A variety of different urban morphological approaches exist today. The authors from the areas of research and practice investigate the relevance of the morphological perspective in the field of contemporary urban landscapes. They link historical roots and current approaches and explain the relationship between analysis and design.




Incomplete Information: Rough Set Analysis


Book Description

In 1982, Professor Pawlak published his seminal paper on what he called "rough sets" - a work which opened a new direction in the development of theories of incomplete information. Today, a decade and a half later, the theory of rough sets has evolved into a far-reaching methodology for dealing with a wide variety of issues centering on incompleteness and imprecision of information - issues which playa key role in the conception and design of intelligent information systems. "Incomplete Information: Rough Set Analysis" - or RSA for short - presents an up-to-date and highly authoritative account of the current status of the basic theory, its many extensions and wide-ranging applications. Edited by Professor Ewa Orlowska, one of the leading contributors to the theory of rough sets, RSA is a collection of nineteen well-integrated chapters authored by experts in rough set theory and related fields. A common thread that runs through these chapters ties the concept of incompleteness of information to those of indiscernibility and similarity.




Morphological Analysis in Comparison


Book Description

This volume consists of selected and revised papers from the Seventh International Morphology Meeting, held in 1996 in Vienna. It presents advances in morphological theorizing, such as the foundations of sign-based morphology, the morphology-syntax interface, the boundaries between compounding and derivation, derivation and inflection, and the emergence of morphology from premorphological precursors in early first-language acquisition. The contributions deal with morphological analyses in various fields of the ever-widening domain of morphology and its relevance to the lexicon. The comparative aspect is reflected in the above-mentioned areas, and through the variety of languages investigated: Indo-European and non-Indo-European languages of Europe, and Asian, African and American languages. This breadth allows valuable insights into current problems of morphological research in America, Western and Eastern Europe.




Theory and Application of Morphological Analysis


Book Description

This book is one in a series dedicated to fine particle science and technology. Topics covered in the book include the role of definitions, concepts, hypothesis, and laws; morphological analysis of fine particles and surfaces; analytical three-dimensional representations of particle and surface morphologies; the problem of invariance with respect to rotational transformations, as well as transformations characterized by reflection and inversion; matrix mechanics of particle characterization; and general applications of morphological analysis in other areas of science.




Mutational and Morphological Analysis


Book Description

The analysis, processing, evolution, optimization and/or regulation, and control of shapes and images appear naturally in engineering (shape optimization, image processing, visual control), numerical analysis (interval analysis), physics (front propagation), biological morphogenesis, population dynamics (migrations), and dynamic economic theory. These problems are currently studied with tools forged out of differential geometry and functional analysis, thus requiring shapes and images to be smooth. However, shapes and images are basically sets, most often not smooth. J.-P. Aubin thus constructs another vision, where shapes and images are just any compact set. Hence their evolution -- which requires a kind of differential calculus -- must be studied in the metric space of compact subsets. Despite the loss of linearity, one can transfer most of the basic results of differential calculus and differential equations in vector spaces to mutational calculus and mutational equations in any mutational space, including naturally the space of nonempty compact subsets. "Mutational and Morphological Analysis" offers a structure that embraces and integrates the various approaches, including shape optimization and mathematical morphology. Scientists and graduate students will find here other powerful mathematical tools for studying problems dealing with shapes and images arising in so many fields.