929 products were found matching your search for Topology in 4 shops:

This advanced textbook on topology has three unusual features. First, the introduction is from the locale viewpoint, motivated by the logic of finite observations: this provides a more direct approach than the traditional one based on abstracting properties of open sets in the real line. Second, the author freely exploits the methods of locale theory. Third, there is substantial discussion of some computer science applications. As computer scientists become more aware of the mathematical foundations of their discipline, it is appropriate that such topics are presented in a form of direct relevance and applicability. This book goes some way towards bridging the gap for computer scientists.

guitar effector topology power cable adopts a 1-to-10 circuit design, allowing you to simultaneously power up to 10 guitar effect pedals, making it...

guitar effector topology power cable adopts a 1-to-8 circuit design, allowing you to simultaneously power up to 8 guitar effect pedals, making it e...

A Millennia NSEQ-2 Twin Topology two Channel Parametric EQ in excellent condition!

Made of high quality polyester, this umbrella is rust and mildew resistant, making it perfect for outdoor use. A patio double-sided umbrella provides ample shade to keep you cool and protected from the scorching sun. And there's a large shading area, you can easily crank it on or off, and it's very safe. Vents give you more cooling and safety.

Made of high quality polyester, this umbrella is rust and mildew resistant, perfect for outdoor use. A double-sided patio umbrella provides ample shade to keep you cool and protected from the scorching sun. And there's a large blackout area that you can easily open or close, and it's pretty safe. Vents give you more cooling and safety. Environmentally friendly and energy-saving solar LED lights make enjoying the night view romantic and warm.

Recently serviced and inspected by Millennia Labs. 6 month warranty included. All new tubes, front panel switches, and VU meter bulbs. Like new con...

This solar-powered 32 LED patio umbrella provides energy-efficient lighting that helps illuminate relaxing evenings and creates a warm atmosphere. The pole and bones are made of Steel and the octagonal umbrella is made of Polyester, which is water and UV resistant and extremely weather resistant. Recommended to fit 30-50lb umbrella stand (stand not included), this LED illuminated market umbrella with vents provides the perfect shade for your patio, garden, deck, backyard, pool.

You can elevate your audio production to new heights with the STT-1 Origin Twin Topology Channel Strip, a high-quality, professional-grade audio equipment from the renowned brand, Millennia. This sophisticated device offers over 130 optimized signal topologies, providing an expansive sonic palette for producers, engineers, and musicians alike.The STT-1 Origin features twin mic preamps, the M-2B vacuum tube and HV-3 discrete solid state, offering you the flexibility to choose between the musically rich warmth of vacuum tubes or the precision and clarity of solid-state technology. It also includes twin NSEQ-2 Mastering-Grade Parametric EQs, allowing you to shape your sound with either vacuum tube or discrete solid state.This advanced channel strip is equipped with three Opto Compressor/Limiter paths, including TCL vacuum tube, discrete solid state, and passive, providing you with a range of dynamic control options. The twin Opto De-Esser paths, available in vacuum tube or discrete solid state, ensure your audio is free from sibilance and harsh frequencies.The STT-1 Origin is designed for versatility, with a 1/4" vacuum tube DI input that can be routed via tube or solid state gain path. Its input coupling can be done with or without the MIT-01 audio transformer, offering you the flexibility to add a "fat", euphonic coloration to aggressive sources like drums and electric bass.Constructed with gold audio connectors, tube sockets, relays, and switches, this channel strip ensures optimal signal integrity. The durable black mirror-gloss anodized finish and mil spec 16 gauge cold-rolled steel chassis add to its robustness, while the ultra-clean toroid power supply housed in an internal sub-chassis ensures noise-free operation.The STT-1 Origin is not just a piece of equipment; it's a long-term investment in your audio production career. Its uncompromised signal integrity, versatile features, and reliable performance make it an essential tool for any serious audio professional. Experience the difference of Millennia's unique designs and amplify your sonic creativity with the STT-1 Origin Twin Topology Channel Strip.

The threshold as both boundary and bridge: investigations of spaces, public and private, local and global.Today, spaces no longer represent a bourgeois haven; nor are they the sites of a classical harmony between work and leisure, private and public, the local and the global. The house is not merely a home but a position for negotiations with multiple spheres―the technological as well as the physical and the psychological. In A Topology of Everyday Constellations, Georges Teyssot considers the intrusion of the public sphere into private space, and the blurring of notions of interior, privacy, and intimacy in our societies. He proposes that we rethink design in terms of a new definition of the practices of everyday life. Teyssot considers the door, the window, the mirror, and the screen as thresholds or interstitial spaces that divide the world in two: the outside and the inside. Thresholds, he suggests, work both as markers of boundaries and as bridges to the exterior. The stark choice between boundary and bridge creates a middle space, an in-between that holds the possibility of exchanges and encounters. If the threshold no longer separates public from private, and if we can no longer think of the house as a bastion of privacy, Teyssot asks, does the body still inhabit the house―or does the house, evolving into a series of microdevices, inhabit the body?

Since its birth in Poincaré's seminal 1894 "Analysis Situs", topology has become a cornerstone of mathematics. As with all beautiful mathematical concepts, topology inevitably — resonating with that Wignerian principle of the effectiveness of mathematics in the natural sciences — finds its prominent role in physics. From Chern–Simons theory to topological quantum field theory, from knot invariants to Calabi–Yau compactification in string theory, from spacetime topology in cosmology to the recent Nobel Prize winning work on topological insulators, the interactions between topology and physics have been a triumph over the past few decades. In this eponymous volume, we are honoured to have contributions from an assembly of grand masters of the field, guiding us with their world-renowned expertise on the subject of the interplay between "Topology" and "Physics". Beginning with a preface by Chen Ning Yang on his recollections of the early days, we proceed to a novel view of nuclei from the perspective of complex geometry by Sir Michael Atiyah and Nick Manton, followed by an entrée toward recent developments in two-dimensional gravity and intersection theory on the moduli space of Riemann surfaces by Robbert Dijkgraaf and Edward Witten; a study of Majorana fermions and relations to the Braid group by Louis H Kauffman; a pioneering investigation on arithmetic gauge theory by Minhyong Kim; an anecdote-enriched review of singularity theorems in black-hole physics by Sir Roger Penrose; an adventure beyond anyons by Zhenghan Wang; an aperçu on topological insulators from first-principle calculations by Haijun Zhang and Shou-Cheng Zhang; finishing with synopsis on quantum information theory as one of the four revolutions in physics and the second quantum revolution by Xiao-Gang Wen. We hope that this book will serve to inspire the research community.

Fibre bundles, now an integral part of differential geometry, are also of great importance in modern physics--such as in gauge theory. This book, a succinct introduction to the subject by renown mathematician Norman Steenrod, was the first to present the subject systematically. It begins with a general introduction to bundles, including such topics as differentiable manifolds and covering spaces. The author then provides brief surveys of advanced topics, such as homotopy theory and cohomology theory, before using them to study further properties of fibre bundles. The result is a classic and timeless work of great utility that will appeal to serious mathematicians and theoretical physicists alike.

This book offers an introductory course in algebraic topology. Starting with general topology, it discusses differentiable manifolds, cohomology, products and duality, the fundamental group, homology theory, and homotopy theory. From the reviews: "An interesting and original graduate text in topology and geometry...a good lecturer can use this text to create a fine course....A beginning graduate student can use this text to learn a great deal of mathematics."―-MATHEMATICAL REVIEWS

The topology optimization method solves the basic enginee- ring problem of distributing a limited amount of material in a design space. The first edition of this book has become the standard text on optimal design which is concerned with the optimization of structural topology, shape and material. This edition, has been substantially revised and updated to reflect progress made in modelling and computational procedures. It also encompasses a comprehensive and unified description of the state-of-the-art of the so-called material distribution method, based on the use of mathematical programming and finite elements. Applications treated include not only structures but also materials and MEMS.

In shrinkwrap. Open Books is a nonprofit social venture that provides literacy experiences for thousands of readers each year through inspiring programs and creative capitalization of books.

Please click "Look inside" and read Section 1.1 Topology around us.The book contains over 1000 color illustrations and over 1000 exercises.Algebraic topology is the main subject of this book that initially follows a two-semester first course in topology. It furthermore takes the reader to more advanced parts of algebraic topology as well as some applications: the shape of the universe, configuration spaces, digital image analysis, data analysis, social choice, exchange economy. An overview of discrete calculus is also included (extended presentation in Calculus Illustrated. Volume 1: Precalculus).  CONTENTSChapter 1. Cycles 1. Topology around us 2. Homology classes 3. Topology of graphs 4. Homology groups of graphs 5. Maps of graphs 6. Binary calculus on graphs Chapter 2. Topologies 1. A new look at continuity 2. Neighborhoods and topologies 3. Topological spaces 4. Continuous functions 5. Subspaces Chapter 3. Complexes 1. The algebra of cells 2. Cubical complexes 3. The algebra of oriented cells 4. Simplicial complexes 5. Simplicial homology 6. Simplicial maps 7. Parametric complexes Chapter 4. Spaces 1. Compacta 2. Quotients 3. Cell complexes 4. Triangulations 5. Manifolds 6. Products Chapter 5. Maps 1. Homotopy 2. Cell maps 3. Maps of polyhedra 4. The Euler and Lefschetz numbers 5. Set-valued maps Chapter 6. Forms 1. Discrete forms and cochains 2. Calculus on cubical complexes 3. Cohomology 4. Metric tensor Chapter 7. Flows 1. Metric complexes 2. ODEs 3. PDEs 4. Social choice

Please click "Look inside" and read Section 1.1 Topology around us.The book contains over 1000 color illustrations and over 1000 exercises.Algebraic topology is the main subject of this book that initially follows a two-semester first course in topology. It furthermore takes the reader to more advanced parts of algebraic topology as well as some applications: the shape of the universe, configuration spaces, digital image analysis, data analysis, social choice, exchange economy. An overview of discrete calculus is also included (extended presentation in Calculus Illustrated. Volume 1: Precalculus).  CONTENTSChapter 1. Cycles 1. Topology around us 2. Homology classes 3. Topology of graphs 4. Homology groups of graphs 5. Maps of graphs 6. Binary calculus on graphs Chapter 2. Topologies 1. A new look at continuity 2. Neighborhoods and topologies 3. Topological spaces 4. Continuous functions 5. Subspaces Chapter 3. Complexes 1. The algebra of cells 2. Cubical complexes 3. The algebra of oriented cells 4. Simplicial complexes 5. Simplicial homology 6. Simplicial maps 7. Parametric complexes Chapter 4. Spaces 1. Compacta 2. Quotients 3. Cell complexes 4. Triangulations 5. Manifolds 6. Products Chapter 5. Maps 1. Homotopy 2. Cell maps 3. Maps of polyhedra 4. The Euler and Lefschetz numbers 5. Set-valued maps Chapter 6. Forms 1. Discrete forms and cochains 2. Calculus on cubical complexes 3. Cohomology 4. Metric tensor Chapter 7. Flows 1. Metric complexes 2. ODEs 3. PDEs 4. Social choice

The concept of “flesh” in philosophical terms derives from the writings of Maurice Merleau-Ponty. This was the word he used to name the concrete realm of sentient bodies and life processes that has been eclipsed by the abstractions of science, technology, and modern culture. Topology, to conventional understanding, is the branch of mathematics that concerns itself with the properties of geometric figures that stay the same when the figures are stretched or deformed. Topologies of the Flesh is an original blend of continental thought and mathematical imagination. Steven M. Rosen opens up a new area of philosophical inquiry: topological phenomenology. Through his unique application of qualitative mathematics, he extends the approaches of Merleau-Ponty and Heidegger so as to offer a detailed exploration of previously uncharted dimensions of human experience and the natural world. Rosen's unprecedented marriage of topology and phenomenology is motivated by the desire to help overcome the pervasive dualism of contemporary philosophy and Western culture at large. To carry this to completion, he must address his own dualistic stance as author. Challenging the author's traditional posture of detachment and anonymity, Rosen makes his presence vividly felt in his final chapter, and his philosophical analysis is transformed into a living reality.

The essentials of point-set topology, complete with motivation and numerous examples Topology: Point-Set and Geometric presents an introduction to topology that begins with the axiomatic definition of a topology on a set, rather than starting with metric spaces or the topology of subsets of Rn. This approach includes many more examples, allowing students to develop more sophisticated intuition and enabling them to learn how to write precise proofs in a brand-new context, which is an invaluable experience for math majors. Along with the standard point-set topology topics—connected and path-connected spaces, compact spaces, separation axioms, and metric spaces—Topology covers the construction of spaces from other spaces, including products and quotient spaces. This innovative text culminates with topics from geometric and algebraic topology (the Classification Theorem for Surfaces and the fundamental group), which provide instructors with the opportunity to choose which "capstone" best suits his or her students. Topology: Point-Set and Geometric features: A short introduction in each chapter designed to motivate the ideas and place them into an appropriate context Sections with exercise sets ranging in difficulty from easy to fairly challenging Exercises that are very creative in their approaches and work well in a classroom setting A supplemental Web site that contains complete and colorful illustrations of certain objects, several learning modules illustrating complicated topics, and animations of particularly complex proofs

This book initially follows a two-semester first course in topology with emphasis on algebraic topology. It furthermore takes the reader to more advanced parts of algebraic topology as well as some applications: the shape of the universe, configuration spaces, digital image analysis, data analysis, social choice, exchange economy. An overview of discrete calculus is also included. The book contains over 1000 color illustrations and over 1000 exercises. The spreadsheets for the simulations and other supplementary material are found at the author's website.