Advanced Mathematics

●The authors follow a logical development of topics, and write in a readable style that is consistent and concise. As each new mathematical concept is introduced the emphasis remains on improving students’ ability to write proofs.●Worked examples and exercises throughout the text, ranging from the routine to the challenging, reinforce the concepts.●Proofs to Grade exercises test students’ ability to distinguish correct reasoning from logical or conceptual errors.●A flexible organization allows instructors to expand coverage or emphasis on certain topics and include a number of optional topics without any disruption to the flow or completeness of the core material.-

This text offers a crucial primer on proofs and the language of mathematics. Brief and to the point, it lays out the fundamental ideas of abstract mathematics and proof techniques that students will n

A TRANSITION TO ADVANCED MATHEMATICS helps students make the transition from calculus to more proofs-oriented mathematical study. The most successful book of its kind, the 7th edition continues to pro

This book is intended to provide students with an efficient introduction and accessibility to ordinary and partial differential equations, linear algebra, vector analysis, Fourier analysis, and specia

Through previous editions, Peter O'Neil has made rigorous engineering mathematics topics accessible to thousands of students by emphasizing visuals, numerous examples, and interesting mathematical mod

Presents mathematical techniques for applications in engineering, physics, and applied mathematics. The major topics are vector and matrix algebra, differential equations, Fourier and Laplace analysi

This book provides a coherent introduction to Gutzwiller's trace formula accessible to well-prepared science, mathematics, and engineering students who have taken introductory courses in linear algeb

本書特色 本書利用圖示、範例以及有趣的數學模型，讓數以千計的學生得以一窺工程數學的堂奧。全書共 12 章，內容包含常微分方程式；矩陣、線性代數與線性微分方程組；向量分析；傅立葉分析以及偏微分方程式。 全書包含許多範例和習題，幫助學生真正理解所涉及的概念，而不是只列出機械式步驟。此外，「數往知來」( Math in Context) 專欄，由工程師撰寫，對數學如何應用在各種現實世界的工程專案和環

本書特色 O’Neil 所著《高等工程數學》第八版包括下列幾個特點，旨在使學生更容易接近數學以及對數學產生興趣： •新增「數往知來」(Math in Context)，是由工程師為工程學生編寫的短文，從他們的角度提供洞察力，了解數學如何在各種現實世界的工程專案和設置中出現。•本書的架構重新設計，以便更有效地關注特定主題。例如，增加了史特姆 李歐維里的問題、波動和熱方程式的解法，包括處理驅動函數的