INTRODUCTION TO QUANTUM MECHANICS (3版)
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書名：INTRODUCTION TO QUANTUM MECHANICS 3/E
作者：GRIFFITHS
出版社：Cambridge
出版日期：2018/08/16
ISBN：9781107189638
原價:
1750
售價:
1715
現省:
35元
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QUANTUM PHYSICS (3版)
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書名：QUANTUM PHYSICS 3/E
作者：GASIOROWICZ
出版社：WILEY
出版日期：2003/00/00
ISBN：9780471057000
目錄
1.The Emergence of Quantum Physics
2.Wave-Particle Duality, Probability and the Schrodinger Equation
3.Eigenvalues, Eigenfunctions and the Expansion Postulate
4.One Dimensional Potentials
5.The General Structure of Wave Mechanics
6.Operator Methods in Quantum Mechanics
7.Angular Momentum
8.The Schrodinger Equation in Three Dimensions and the Hydrogen Atom
9.Matrix Representation of Operators
10.Spin
11.Time-Independent Perturbation Theory
12.The Real Hydrogen Atom
13.Many-Particle Systems
14.About Atoms and Molecules
15.Time Dependent Perturbation Theory
16.The Interaction of Charged Particles with the Electromagnetic Field
17.Radiative Decays
18.Selected Topics on Radiation
19.Collision Theory
20.Entanglement and Its Implications
原價:
1520
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1444
現省:
76元
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CLASSICAL DYNAMICS OF PARTICLES AND SYSTEMS (5版)
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書名：CLASSICAL DYNAMICS OF PARTICLES AND SYSTEMS 5/E(IE)
作者：THORNTON
出版社：Cengage
出版日期：2007/11/00
ISBN：9780495556107
目錄
1. Matrices, Vectors, and Vector Calculus.
2. Newtonian Mechanics--Single Particle.
3. Oscillations.
4. Nonlinear Oscillations and Chaos.
5. Gravitation.
6. Some Methods in the Calculus of Variations.
7. Hamilton''s Principle--Lagrangian and Hamiltonian Dynamics.
8. Central-Force Motion.
9. Dynamics of a System of Particles.
10. Motion in a Noninertial Reference Frame.
11. Dynamics of Rigid Bodies.
12. Coupled Oscillations.
13. Continuous Systems: Waves.
14. Special Theory of Relativity.
Appendices.
Selected References.
Bibliography.
Answers to Even-Numbered Problems.
原價:
1240
售價:
1178
現省:
62元
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Quantum Mechanics (1版)
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書名：Quantum Mechanics (PNIE)
作者：McIntyre
出版社：Pearson
出版日期：2014/00/00
ISBN：9781292020839
目錄
1. Stern-Gerlach Experiments
2. Operators And Measurement
3. Schrödinger Time Evolution
4. Quantized Energies: Particle in a Box
5. Quantum Spookiness
6. Unbound States
7. Angular Momentum
8. Hydrogen Atom
9. Harmonic Oscillator
10. Perturbation Theory
11. Hyperfine Structure and the Addition of Angular Momentum
12. Perturbation of Hydrogen
13. Identical Particles
14. Time dependent perturbation theory
15. Periodic Systems
16. Modern Applications of Quantum Mechanics
17. Appendix: Physical Constants
18. Appendix: Integrals
19. Appendix: Matrices
20. Appendix: Waves and Fourier Analysis
21. Appendix: Separation of Variables
22. Appendix: Complex Numbers
23. Appendix: Probability
24. Useful Definitions and Equations
25. Spin and Angular Momentum Relations; Bound State Systems; Fundamental Constants
26. Preface
原價:
1340
售價:
1246
現省:
94元
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數位邏輯設計(Digital Design with an Introduction to the Verilog HDL, VHDL, and System Verilog) 6/E (6版)
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原文書資訊
書名:Digital Design: With an Introduction to The Verilog HDL, VHDL and System Verilog 6/E IE 2018 <Pearson>
作者: Mano
ISBN: 9781292231167
出版社: Pearson
出版年: 2018年
中文書資訊
書名: 數位邏輯設計 Digital Design: With an Introduction to The Verilog HDL, VHDL and System Verilog
作者: Mano/ 江昭暟
ISBN: 9789867696274
出版社: 鼎隆
出版年: 2019年
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電路學(精華版)(Nilsson: Electric Circuits, 11/e) (11版)
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電路學(精華版)(第十一版)(Nilsson 11/e)
ISBN13：9789867696311
出版社：滄海
作者：陳在泩-總校閱
裝訂／頁數：平裝／592頁
出版日：2020/05/01
中國圖書分類：電子工程
內容簡介
電路學是電子、電機學門的極重要基礎，紮實的電路分析能力能夠使讀者在往後的學習上更能事半功倍。本書作者Nilsson大師以清晰、條序的手法引領著讀者一步步地探究電路的原理、奧秘。書中除了詳述各種定理及分析技巧外，並佐以大量例題來闡釋這些觀念。精熟練習乃剖析電路學的關鍵，本書所精選的習題亦能促使讀者嫻熟電路之分析技巧。在過去三十年來，全球已有超過七十萬名學生透過本書接受Nilsson大師的啟蒙，相信讀者亦能藉本書學習到的電路分析技巧奠定紮實的工程實務基礎。
目錄
Chapter 1 電路變數
Chapter 2 電路元件
Chapter 3 簡單的電阻電路
Chapter 4 電路分析的技巧
Chapter 5 運算放大器
Chapter 6 RL 與 RC 電路的自然響應與步級響應
Chapter 7 RLC 電路的自然響應與步級響應
Chapter 8 弦波穩態分析
Chapter 9 弦波穩態功率的計算
Chapter 10 拉普拉斯轉換導論
Chapter 11 用於電路分析的拉普拉斯轉換
Chapter 12 雙埠電路
Appendix A 線性聯立方程式的解
Appendix B 複數
Appendix C 三角恆等式簡表
Appendix D 積分公式簡表
Appendix E 常用標準元件值
部分習題解答
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【中文翻譯書】
書名：物理光學
原文書名：Principles of Physical Optics
譯者：吳忠義 康智傑 楊奇達
作者：C.A. Bennett
出版社：滄海
書號：PH0099C
ISBN：9789866507281
<本書特色>
在光電科技領域的迅速發展下，光學知識是重要且是不可或缺的一環。本書契合現代光電產業發展的趨勢，循序漸進的章節涵蓋了從基礎到進階相當完整的光學知識，尤其是光學原理及技術在光電科技的相關應用均有相當清楚完整的說明。對光電領域的大專院校在學學生與研究生或實際從業人員確是一本不可多得的優良教材。
主要特色如下：
●可無基礎先修課程，前兩章即可引導讀者學習波動物理、電磁學與光量子學的必要基礎知識。
●第3章到第6章是光學原理應用的基石，本書具備豐富的圖解闡釋，引導讀者易於建構光學原理觀念。
●後三章幫助讀者了解現代光電產業真實應用，呼應先前章節的內容，使讀者學習到從原理、技術，進而應用。
●每章節均佐以適當的例題及問題幫助物理觀念與實際應用的了解。
●章節中重要方程式的推導或較數學性的處理均系統性地匯整於章節末的附錄。
<章節目錄>
1 波動物理
2 電磁波和光子
3 反射和折射
4 幾何光學
5 重疊與干涉
6 繞射
7 雷射
8 光學成像
9 極化與非線性光學
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Classical and Quantum Statistical Physics
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Statistical physics examines the collective properties of large ensembles of particles, and is a powerful theoretical tool with important applications across many different scientific disciplines. This book provides a detailed introduction to classical and quantum statistical physics, including links to topics at the frontiers of current research. The first part of the book introduces classical ensembles, provides an extensive review of quantum mechanics, and explains how their combination leads directly to the theory of Bose and Fermi gases. This allows a detailed analysis of the quantum properties of matter, and introduces the exotic features of vacuum fluctuations. The second part discusses more advanced topics such as the two-dimensional Ising model and quantum spin chains. This modern text is ideal for advanced undergraduate and graduate students interested in the role of statistical physics in current research. 140 homework problems reinforce key concepts and further develop readers' understanding of the subject.
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Modern Classical Physics: Optics, Fluids, Plasmas, Elasticity, Relativity, and Statistical Physics
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CLASSICAL AND MODERN OPTIMIZATION
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The quest for the optimal is ubiquitous in nature and human behavior. The field of mathematical optimization has a long history and remains active today, particularly in the development of machine learning.
Classical and Modern Optimization presents a self-contained overview of classical and modern ideas and methods in approaching optimization problems. The approach is rich and flexible enough to address smooth and non-smooth, convex and non-convex, finite or infinite-dimensional, static or dynamic situations. The first chapters of the book are devoted to the classical toolbox: topology and functional analysis, differential calculus, convex analysis and necessary conditions for differentiable constrained optimization. The remaining chapters are dedicated to more specialized topics and applications.
Valuable to a wide audience, including students in mathematics, engineers, data scientists or economists, Classical and Modern Optimization contains more than 200 exercises to assist with self-study or for anyone teaching a third- or fourth-year optimization class.
Sample Chapter(s)
Preface
Chapter 1: Topological and Functional Analytic Preliminaries
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Contents:
Topological and Functional Analytic Preliminaries:
Metric Spaces
Normed Vector Spaces
Banach Spaces
Hilbert Spaces
Weak Convergence
On the Existence and Generic Uniqueness of Minimizers
Exercises
Differential Calculus:
First-Order Differential Calculus
Second-Order Differential Calculus
The Inverse Function and Implicit Function Theorems
Smooth Functions on ℝd, Regularization, Integration by Parts
Exercises
Convexity:
Hahn–Banach Theorems
Convex Sets
Convex Functions
The Legendre Transform
Exercises
Optimality Conditions for Differentiable Optimization:
Unconstrained Optimization
Equality Constraints
Equality and Inequality Constraints
Exercises
Problems Depending on a Parameter:
Setting and Examples
Continuous Dependence
Parameter-Independent Constraints, Envelope Theorems
Parameter-Dependent Constraints
Discrete-Time Dynamic Programming
Exercises
Convex Duality and Applications:
Generalities
Convex Duality with Respect to a Perturbation
Applications
On the Optimal Transport Problem
Exercises
Iterative Methods for Convex Minimization:
On Newton's Method
The Gradient Method
The Proximal Point Method
Splitting Methods
Exercises
When Optimization and Data Meet:
Principal Component Analysis
Minimization for Linear Systems
Classification
Exercises
An Invitation to the Calculus of Variations:
Preliminaries
On Integral Functionals
The Direct Method
Euler–Lagrange Equations and Other Necessary Conditions
A Focus on the Case d = 1
Exercises
Readership: Thought-leaders, executives, industry strategists, research scientists, graduate students, advanced undergraduate students, policy-makers, research funding agencies, private research institutions, government regulators, investors, corporate managers, purchasing agents, and entrepreneurs in the areas of computer science, quantum computing, information theory, neuroscience, and physics.
原價:
2060
售價:
1957
現省:
103元
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Fundamentals of Classical and Modern Error-Correcting Codes
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Using easy-to-follow mathematics, this textbook provides comprehensive coverage of block codes and techniques for reliable communications and data storage. It covers major code designs and constructions from geometric, algebraic, and graph-theoretic points of view, decoding algorithms, error control additive white Gaussian noise (AWGN) and erasure, and dataless recovery. It simplifies a highly mathematical subject to a level that can be understood and applied with a minimum background in mathematics, provides step-by-step explanation of all covered topics, both fundamental and advanced, and includes plenty of practical illustrative examples to assist understanding. Numerous homework problems are included to strengthen student comprehension of new and abstract concepts, and a solutions manual is available online for instructors. Modern developments, including polar codes, are also covered. An essential textbook for senior undergraduates and graduates taking introductory coding courses, students taking advanced full-year graduate coding courses, and professionals working on coding for communications and data storage.
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CLASSICAL AND QUANTUM MECHANICS WITH LIE ALGEBRAS
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How to see physics in its full picture? This book offers a new approach: start from math, in its simple and elegant tools: discrete math, geometry, and algebra, avoiding heavy analysis that might obscure the true picture. This will get you ready to master a few fundamental topics in physics: from Newtonian mechanics, through relativity, towards quantum mechanics.
Thanks to simple math, both classical and modern physics follow and make a complete vivid picture of physics. This is an original and unified point of view to highlighting physics from a fresh pedagogical angle.
Each chapter ends with a lot of relevant exercises. The exercises are an integral part of the chapter: they teach new material and are followed by complete solutions. This is a new pedagogical style: the reader takes an active part in discovering the new material, step by step, exercise by exercise.
The book could be used as a textbook in undergraduate courses such as Introduction to Newtonian mechanics and special relativity, Introduction to Hamiltonian mechanics and stability, Introduction to quantum physics and chemistry, and Introduction to Lie algebras with applications in physics.
Sample Chapter(s)
1 - Introduction to Newtonian Mechanics: Energy and Work
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Contents:
Introduction to Newtonian Physics:
Introduction to Newtonian Mechanics: Energy-Work
Angular Momentum and Its Conservation
Stability in Geometrical Optics
Towards Stability in Classical Mechanics:
Poincare Stability in Classical Mechanics
Cantor Set and Its Applications
Is The Universe Infinite?
Binary Trees and Chaos Theory
The Binomial Formula and Quantum Statistical Mechanics:
Newton's Binomial and Trinomial Formulas
Applications in Quantum Statistical Mechanics
Introduction to Relativity:
Introduction to Special Relativity: Momentum-Energy
Towards General Relativity: Spacetime and Its Coordinates
Introduction to Quantum Physics and Chemistry:
Introduction to Quantum Mechanics: Energy Levels and Spin
Quantum Chemistry: Electronic Structure
Introduction to Lie Algebras and Their Applications:
Jordan Form and Algebras
Design Your Lie Algebra
Ideals and Isomorphism Theorems
Exercises: Solvability and Nilpotency
Nilpotency and Engel's Theorems
Weight Space and Lie's Lemma and Theorem
Cartan's Criterion for Solvability
Killing Form and Simple Ideal Decomposition
Hamiltonian Mechanics: Energy and Angular Momentum
Lie Algebras in Quantum Mechanics and Special Relativity
Appendix: Background in Calculus:
Functions and Their Derivatives
Polynomials and Partial Derivatives
Matrices and Their Eigenvalues
References
Index
Readership: Undergraduate and graduate students in Mathematics, Physics, and Chemistry.
原價:
2363
售價:
2245
現省:
118元
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