微積分 (9版)

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Calculus 9/e Metric Version +作者：Stewart +年份：2021 年9 版 +ISBN：9780357113462 +書號：MA0475HC +規格：精裝/彩色 +頁數：1440 +出版商：Cengage 原文本目錄 1. FUNCTIONS AND LIMITS. 2. DERIVATIVES. 3. APPLICATIONS OF DIFFERENTIATION. 4. INTEGRALS. 5. APPLICATIONS OF INTEGRATION. 6. INVERSE FUNCTIONS: EXPONENTIAL, LOGARITHMIC, AND INVERSE TRIGONOMETRIC FUNCTIONS. 7. TECHNIQUES OF INTEGRATION. 8. FURTHER APPLICATIONS OF INTEGRATION. 9. DIFFERENTIAL EQUATIONS. 10. PARAMETRIC EQUATIONS AND POLAR COORDINATES. 11. SEQUENCES, SERIES, AND POWER SERIES. 12. VECTORS AND THE GEOMETRY OF SPACE. 13. VECTOR FUNCTIONS. 14. PARTIAL DERIVATIVES. 15. MULTIPLE INTEGRALS. 16. VECTOR CALCULUS. APPENDIXES. A Numbers, Inequalities, and Absolute Values. B Coordinate Geometry and Lines. C Graphs of Second-Degree Equations. D Trigonometry. E Sigma Notation. F Proofs of Theorems. G Answers to Odd-Numbered Exercises. 翻譯本目錄 第一章 函數與極限 第二章 導數 第三章 微分的應用 第四章 積分 第五章 積分的應用 第六章 反函數 第七章 積分技巧 第八章 數列、級數與冪級數 第九章 空間的向量與幾何 第十章 偏導數 第十一章 多重積分 附錄

Fundamentals of Microelectronics (3版)

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Fundamentals of Microelectronics 3/e +作者：Razavi +年份：2021 年3 版 +ISBN：9781119695141 +書號：EE0499P +規格：平裝/單色 +頁數：960 +出版商：John Wiley 書名：微電子學(上3版/下2版) 作者：黃崇禧/李泰成(Razavi) 出版社：滄海/高立 ISBN： 9786269602193 / 9789863783077

微電子學（上） (3版)

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書名：微電子學(上3版/下2版) 作者：黃崇禧/李泰成(Razavi) 出版社：滄海/高立 ISBN： 9786269602193 / 9789863783077 上冊簡介 本書主要介紹微電子基本元件與相關電路原理，採用「藉由檢視的分析(analysis by inspection)」進行電路分析與設計概念之陳述，內容簡要但條理清楚。部分章節可配合作者所錄製的YouTube影片進行觀賞閱讀，非常適合作為進階類比積體電路相關課程學習之基礎。另本書三版內容新增「機器人學」與「生物工程應用」多項範例，可使讀者初步了解微電子學應用於新興熱門領域之相關性。 上冊目錄 第1章 微電子學概論 第2章 半導體基本物理 第3章 二極體模型與電路 第4章 雙極性電晶體物理  第5章 雙極性放大器  第6章 MOS電晶體物理  第7章 CMOS放大器  第8章 當作黑盒子的運算放大器  附錄A SPICE簡介  下冊簡介 本書為理論與實務並重之微電子學教科書，不只由淺入深的介紹半導體元件、二極體、雙極性電晶體、MOS 電晶體等特性，也選擇搭配軟體來實現電路。本書附錄 A 介紹了 SPICE 軟體，一些基礎的電路理論可藉由 SPICE 去揭示，學生可以在微電子學課堂上體會模擬工具之重要性，在大量的例題輔助下教導電路模擬，目的為熟練 SPICE 指令集，以便能夠模擬本書大部分的電路。 下冊目錄 第10章 差動放大器 第11章 頻率響應 第12章 回授 第13章 振盪器 第14章 輸出級與功率放大器 第15章 類比濾波器 第16章 數位CMOS 電路 第17章 CMOS 放大器 附錄A SPICE 概述

Fundamentals of Logic Design Enhanced （CD Inside） (7版)

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目錄 1. Introduction: Number Systems and Conversion 2. Boolean Algebra 3. Boolean Algebra (Continued) 4. Applications of Boolean Algebra Minterm and Maxterm Expansions 5. Karnaugh Maps 6. Quine-McCluskey Method 7. Multi-Level Gate Circuits NAND and NOR Gates 8. Combinational Circuit Design and Simulation Using Gates 9. Multiplexers, Decoders, and Programmable Logic Devices 10. Introduction to VHDL 11. Latches and Flip-Flops 12. Registers and Counters 13. Analysis of Clocked Sequential Circuits 14. Derivation of State Graphs and Tables 15. Reduction of State Tables State Assignment 16. Sequential Circuit Design 17. VHDL for Sequential Logic 18. Circuits for Arithmetic Operations 19. State Machine Design with SM Charts 20. VHDL for Digital System Design

Computer Science: An Overview (13版)

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書名：Computer Science: An Overview 13/e 作者：BROOKSHEAR 出版社：Pearson 出版日期：2020/00/00 ISBN：9781292263427 內容簡介 · This text follows a bottom-up arrangement of subjects that progresses from the concrete to the abstract—an order that results in a sound pedagogical presentation in which each topic leads to the next. o Although the text follows this natural progression, the individual chapters and sections are independent and can usually be read as isolated units or rearranged to form alternative sequences of study. · Ethical and legal aspects of areas such as Internet security, software engineering, and database technology bring to light what students should know to be safe and responsible users of technology. · Uses Python code examples and Python-like pseudocode, due to its wide acceptance in other STEM fields, such as physics and biology, and as the language of choice for computational science applications. · Each chapter includes a collection of questions called Social Issues that challenge students to think about the relationship between the material in the text and the society in which they live. 目錄 0. Introduction 1. Data Storage 2. Data Manipulation 3. Operating Systems 4. Networking and the Internet 5. Algorithms 6. Programming Languages 7. Software Engineering 8. Data Abstractions 9. Database Systems 10. Computer Graphics 11. Artificial Intelligence 12. Theory of Computation Appendixes: A. ASCII B. Circuits to Manipulate Two’s Complement Representations C. Vole: A Simple Machine Language D. High-Level Programming Languages E. The Equivalence of Iterative and Recursive Structures F. Answers to Questions & Exercises

Essential University Physics: Volume 1 & 2 (4版)

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原文書資訊 書名:Essential University Physics: Volume 1 & 2, Global Edition 4/E 2020<Pearson> 作者: WOLFSON ISBN: 9780655797197 出版社: Pearson 出版年: 2020年 中文書資訊 書名: 普通物理學(上) Essential University Physics,普通物理學(下) Essential University Physics 作者: Wolfson/ 林誠孝 ISBN: 9789863782650,9789863782667 出版社: 高立 出版年: 2022年

Discrete Mathematics and Its Applications 8/e (Annotated Edition) 導讀本 (8版)

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書名：Discrete Mathematics and Its Applications 8/E(離散數學導讀本) 作者：Rosen 出版社：麥格羅希爾 出版日期：2020/01/00 ISBN：9789863414254 內容簡介 離散數學是數學、計算機科學及電機工程的必修科目，也是其他工程相關系所的必選科目之一。而Kenneth H. Rosen教授所編寫的離散數學一書，自1988年發行初版以來，如今已修訂至第八版，本書挑選的十三章內容中，除了有最基礎的理論性課題外，還包含了與實用相關的課題。 　本書非常強調數學推理以及各種解題方式，並以五大重要的主題貫穿全書： ♦數學推理：本書強調數學歸納法的技巧，藉甶各種不同形態的範例進行說明。 ♦組合分析：重點在於使用組合分析來解決計數問題，以及演算法的解析，而不是直接套用公式。 ♦離散結構：包括集合、排列、關係、圖形、樹圖及有限狀態機器。 ♦演算法思考：某些類別的問題可藉由演算法的明確敍述來解決。一旦被清楚說明之後，就可建構電腦程式予以執行。 ♦應用與模型化：本書探討許多關於資訊科學和資料網路方面的應用，另外還包括化學、植物學、動物學、語言學、地理、商業、網際網路等各種領域。 　除了課文之外，每章平均有超過百則的練習題，書末並附有奇數練習題之解答，能提供同學豐富且多元的練習機會。

Elementary Linear Algebra 8/E 修訂版 (8版)

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【簡介】 【目錄】 1 Systems of Linear Equations 2 Matrices 3 Determinants 4 Vector Spaces 5 Inner Product Spaces 6 Linear Transformations 7 Eigenvalues and Eigenvectors 8 Complex Vector Spaces (online)* 9 Linear Programming (online)* 10 Numerical Methods (online)* Appendix

Essential Calculus Metric Version （Custom Solutions） (2版)

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Essential Calculus Metric Version 2/e (Custom Solutions) +作者：Stewart +年份：2022 年2 版 +ISBN：9786269540648 +書號：MA0500PC +規格：菊8開/平裝/彩色 +頁數：872 +出版商：聖智學習 目錄 1. FUNCTIONS AND LIMITS. 2. DERIVATIVES. 3. APPLICATION OF DIFFERENTIATION. 4. INTEGRALS. 5. APPLICATIONS OF INTEGRATION. 6. INVERSE FUNCTIONS: EXPONENTIAL, LOGARITHMIC, AND INVERSE TRIGONOMETRIC FUNCTIONS. 7. TECHNIQUES OF INTEGRATION. 8. FURTHER APPLICATIONS OF INTEGRATION. 9. PARAMETRIC EQUATIONS AND POLAR COORDINATES. 10. SEQUENCES, SERIES, AND POWER SERIES. 11. VECTOR AND THE GEOMETRY OF SPACE. 12. PARTIAL DERIVATIVES. 13. MULTIPLE INTEGRALS.

Essential Calculus: Early Transcendental, Metric Version （Custom Solutions） (2版)

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Essential Calculus: Early Transcendental, Metric Version 2/e (Custom Solutions) +作者：Stewart +年份：2022 年2 版 +ISBN：9786269540655 +書號：MA0501PC +規格：菊8開/平裝/彩色 +頁數：872 +出版商：Cengage 目錄 I. Functions and Models  2. Limits and Derivatives  3. Differentiation Rules  4. Applications of Differentiation  5. Integrals  6. Applications ofIntegration  7. Techniques of Integration  8. Further Applications of Integration  9. Parametric Equations and Polar Coordinates  10. Sequences, Series, and Power Series  11. Vectors and the Geometry of Space  12. Partial Derivatives  13. Multiple Integrals

Essential Calculus (Metric Version) (1版)

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【簡介】 Welcome to the International Metric Version of Essential Calculus. For this metric version, the units of measurement used in most of the examples and exercises have been changed from U.S. Customary units to metric units. We did not update problems that are U.S. Customary units such as dimensions of a baseball field or U.S. postal rates. We excited to offer you a new edition with more resources then ever that will help you understand and master calculus. This text includes features and resources that continue to make Essential Calculus a valuable learning tool for students and a trustworthy teaching tool for instructors. Essential Calculus provides the clear instruction, precise mathematics, and thorough coverage that you expect for your course. 【目錄】 1. Limits and Their Properties 2. Differentiation 3. Applications of Differentiation 4. Integration 5. Logarithmic, Exponential, and Other Transcendental Functions 6. Applications of Integration 7. Integration Techniques and Improper Integrals 8. Infinite Series 9. Parametric Equations and Polar Coordinates 10. Vectores and the Geometry of Space 11. Functions of Several Variables 12. Multiple Integration 13. Vector Analysis Appendix A. Proofs of Selected Theorems (Online)* Appendix B. Integration Tables B1 Appendix C. Precalculus Reviews (Online)* Appendix D. Rotation and the General Second-Degree Equation (Online)* Appendix E. Complex Numberss (Online)* Appendix F. Business and Economic Applications (Online)* Appendix G. Fitting Models to Data (Online)* Answers to Selected Exercises Index