Contested Spaces

Where Are the People?How Could the People’s Bodies Voice Themselves in the Form ofTheatrical Aesthetics?At That Time, the Audience Really Stood Up.In this evening, theater practitioners initiated the conversation with physical action. They engage with contemporary issues through their unique performance styles. From a discursive context, they enter the scene of resistance and undertake the labor of performance. Their performance is not just the preface to a series of dialogues, but also a witness to thirty years of People’s Theater.“People’s theater” belongs to the people.It is the theater created by the people and speaks for the people as it has appeared in history in diverse forms.People theater in Inter-Asian Societies began to grow in a cross-region, which included Jakarta, Manila, Bangkok, Kuala Lumpur, Hong Kong, Tokyo, Busan, Maputo, Beijing, Shanghai, Hualien, Taichung, and Taipei. Through the writings and images written down by theatrical artists from these spaces, we can figu

探索生成式人工智慧的無限可能！ 「如果你是開發者，想要掌握過去十年來最大規模的AI革命背後的工具及概念，本書是必備的指南。」 ―Lewis Tunstall，Hugging Face機器學習工程師及《Hugging Face and coauthor of Natural Language Processing with Transformers》一書共同作者 「本書包含學習生成式AI的一切資源，包括全面的解說、深思熟慮的技巧，與DIY練習，可謂應有盡有。」 ―Luba Elliott，AI藝術策展人，elluba.com 深入的理論解析與實用的程式碼範例，帶您掌握生成文本、圖像和音訊的最新技術。無論您是數據科學家還是軟體工程師，本書都將助您輕鬆上手，創造出令人驚豔的AI生成作品。立即開啟您的生成式AI之旅，讓創意與技術完美融合！ 本書將教導資料科學家和軟體工程師，如何使用生成式媒體技術和人工智慧來創造新穎的圖像或音樂。書中介紹了理論概念，並提供豐富的程式碼範例和插圖，讓讀者能夠在Google Colaboratory、Kaggle或Hugging Face Spaces等服務上執行這些範例，並學習使用開源庫。 本書還探討了從頭開始訓練和使用大型預訓練模型之間的權衡，如何建立能夠修改圖像風格的模型，以及調整變形模型以達到創意目的。內容涵蓋了文本、圖像和音頻等多種數據類型的生成模型，並詳細講解了Transformer和擴散模型等先進技術的構建和訓練方法。最後介紹了如何訓練一個能夠根據個人風格撰寫文字的模型，以及如何部署模型作為互動展示或服務。 -------------------------------------------------- 透過這本實作指南，學習運用生成式AI技術來建立奇妙的文本、圖像、音訊，甚至音樂。你將瞭解最先進的生成模型如何運作、如何微調與調整它們來滿足需求，以及如何結合現成的基礎模組來建立新模型，並在不同領域中開發創新的應用程式。 這本首選指南透過豐富的範例程式與容易瞭解的插圖來介紹理論概念，並帶你實際應用它們。 你將學習如何透過開源的程式庫來應用transformers和擴散模型，並探索程式、研究幾個既有的專案，藉以完成你的專案。 • 建立並自訂文本與圖像生成模型 • 瞭解「使用預訓的模型」與「微調自有的模型」之間的取捨 • 做出能夠以任

《科技和小工具的歷險記》身臨其境接觸超過15項突破性的進步，這些進步改變了我們的生活、工作和娛樂方式。第一台電腦是什麼時候發明的？光纖技術如何改變通信？如果你能用現實生活中的「力場」保護你的財物呢？在數位筆記本上塗鴉，與機器人朋友鬥智鬥勇，並穿著 GPS 鞋四處走動！從清潔我們生活空間的機器，到載著我們移動到各地的引擎，從口袋型設備到巨大的資訊中心，以前所未有的方式認識科技和小工具的驚人運作！*本書擴增實境(AR)互動功能，需依書中說明下載APP(Snap Learn)後使用。Adventures with Technology and Gadgets is an immersive encounter with more than 15 groundbreaking advances that have changed the way that we live, work and play. When were the first computers invented? How did fibre optic technology transform communications? What if you could protect your belongings with a real-life "force field"? Scribble in a digital notebook. Pit your wits against robot friends. And walk around in GPS shoes! From the machines that clean our living spaces to the engines that move us from place to place, and from pocket-sized devices to vast hubs of information, grasp the astounding workings of tech and gadgets as never before!

《科技和小工具的歷險記》身臨其境接觸超過15項突破性的進步，這些進步改變了我們的生活、工作和娛樂方式。第一台電腦是什麼時候發明的？光纖技術如何改變通信？如果你能用現實生活中的「力場」保護你的財物呢？在數位筆記本上塗鴉，與機器人朋友鬥智鬥勇，並穿著 GPS 鞋四處走動！從清潔我們生活空間的機器，到載著我們移動到各地的引擎，從口袋型設備到巨大的資訊中心，以前所未有的方式認識科技和小工具的驚人運作！*本書擴增實境(AR)互動功能，需依書中說明下載APP(Snap Learn)後使用。Adventures with Technology and Gadgets is an immersive encounter with more than 15 groundbreaking advances that have changed the way that we live, work and play. When were the first computers invented? How did fibre optic technology transform communications? What if you could protect your belongings with a real-life "force field"? Scribble in a digital notebook. Pit your wits against robot friends. And walk around in GPS shoes! From the machines that clean our living spaces to the engines that move us from place to place, and from pocket-sized devices to vast hubs of information, grasp the astounding workings of tech and gadgets as never before!

In this book we study three important classes of infinite-dimensional Kahler manifolds — loop spaces of compact Lie groups, Teichmuller spaces of complex structures on loop spaces, and Grassmannians o

Contested Words

The Routledge Handbook on Spaces of Urban Politics

This monograph describes the behavior of molecules confined to small spaces. The small spaces are created by the self-assembly of modules into hollow capsular structures through hydrogen bonding; caps

Evolutionary equations are studied in abstract Banach spaces and in spaces of bounded number sequences. For linear and nonlinear difference equations, which are defined on finite-dimensional and infin

The book provides a comprehensive overview of the characterizations of real normed spaces as inner product spaces based on norm derivatives and generalizations of the most basic geometrical properties

This book offers to the reader a self-contained treatment and systematic exposition of the real-valued theory of a nonabsolute integral on measure spaces. It is an introductory textbook to Henstock–Ku

The notion of stability for algebraic vector bundles on curves was originally introduced by Mumford, and moduli spaces of semi-stable vector bundles were studied intensively by Indian mathematicians.

The theory of Lebesgue and Sobolev spaces with variable integrability is experiencing a steady expansion, and is the subject of much vigorous research by functional analysts, function-space analysts a

This book provides a comprehensive foundation in Probabilistic Normed (PN) Spaces for anyone conducting research in this field of mathematics and statistics. It is the first to fully discuss the devel

This book mainly deals with the Bochner–Riesz means of multiple Fourier integral and series on Euclidean spaces. It aims to give a systematical introduction to the fundamental theories of the Bochner–

In this second edition, a comprehensive review is given for path integration in two- and three-dimensional (homogeneous) spaces of constant and non-constant curvature, including an enumeration of all

Although prominent—some would argue pre-eminent—within the modern political lexicon, the concept of ‘security’ is complex and contested. While the meaning and reference point of security was once larg

This book presents basic elements of the theory of Hilbert spaces and operators on Hilbert spaces, culminating in a proof of the spectral theorem for compact, self-adjoint operators on separable Hilbe

Crafting humans'--and its corollary human enhancement-- is a contested topic, both in medical sciences and the humanities. With continuing advances in science and technology, scientists and the genera

Labelled Markov processes are probabilistic versions of labelled transition systems with continuous state spaces. The book covers basic probability and measure theory on continuous state spaces and t

Although at times criticized for its philosophical density, French cultural theory remains a flourishing, if highly contested, area of academic study. Four feminist thinkers in this tradition continue

第一章　集合與映射第二章　距離空間 metric spaces第三章　拓樸空間 topological spaces第四章　特論 special chapter

Mathematics education is one of the most publicized and contested fields of endeavour in the area of education more generally. The entrails of international comparative mathematics achievement surveys

The field encompassed by ‘Religion, the Occult, and the Paranormal’ is both fascinating and frustrating. The fascination stems from the contested nature of the content, and the multi-disciplinary natu

Contents Vetor Spaces Linear Transformation and Matrices Elementary Matrix Operations and Systems of Linear equations Determinants Diagonalization Inner Product Spaces Canonical Forms

●Introduces central topics, such as vector spaces, linear maps, linear dependence, and eigenvalues, early in the book with the aim of helping students transition from calculus to rigorous mathematics●

Writing and Editing for Digital Media teaches students how to write effectively for digital spaces—whether writing for an app, crafting a story for a website, blogging, or using social media to expand

This is the second volume of "A Course in Analysis" and it is devoted to the study of mappings between subsets of Euclidean spaces. The metric, hence the topological structure is discussed as well as

This is the second volume of "A Course in Analysis" and it is devoted to the study of mappings between subsets of Euclidean spaces. The metric, hence the topological structure is discussed a

The study of triangulations of topological spaces has always been at the root of geometric topology. Among the most studied triangulations are piecewise linear triangulations of high-dimensional topol

This volume covers semilinear embeddings of vector spaces over division rings and the associated mappings of Grassmannians. In contrast to classical books, we consider a more general class of semiline

Differential Geometry from Singularity Theory Viewpoint provides a new look at the fascinating and classical subject of the differential geometry of surfaces in Euclidean spaces. The book uses singula

This research monograph is a detailed account with complete proofs of rational homotopy theory for general non-simply connected spaces, based on the minimal models introduced by Sullivan in his origin

The theory of Lebesgue and Sobolev spaces with variable integrability is experiencing a steady expansion, and is the subject of much vigorous research by functional analysts, function-space analysts a

Music education is a well-established and flourishing area of research and study. It is also a complex and contested area in which there is a considerable variety of published work, ranging from the j

The book is aimed at graduate students and researchers with basic knowledge of Probability and Integration Theory. It introduces classical inequalities in vector and functional spaces with application

This book serves as a reference on links and on the invariants derived via algebraic topology from covering spaces of link exteriors. It emphasizes the features of the multicomponent case not normally

This book provides a comprehensive account of the theory of moduli spaces of elliptic curves (over integer rings) and its application to modular forms. The construction of Galois representations, whic

The book is devoted to the structural analysis of vector and random (or both) valued countably additive measures, and used for integral representations of random fields. The spaces can be Banach or Fr

Spatializing Law: An Anthropological Geography of Law in Society focuses on law and its location, exploring how spaces are constructed on the terrestrial and marine surface of the earth with legal mea