商務與經濟數(shù)學

內容概要

　　本書是一本商務與經濟數(shù)學的基礎教材。它主要面向經濟學、工商管理專業(yè)的低年級本科生。本書的語言淺顯易懂，內容深入淺出，欄目設置靈活多樣，書中含有大量的例題。這使得本書不像傳統(tǒng)的數(shù)學教科書那樣枯燥，對讀者更具吸引力，從而部分減輕了一些讀者對學習數(shù)學的恐懼心理。　　本書也可作為一本自學教材。本書涉獵廣泛，從最基礎的數(shù)學知識，如百分比和線性方程，到較為復雜的數(shù)學問題，多如變量函數(shù)的有約束優(yōu)化問題，均有所涉及。因此，本書既可以用于低層次的數(shù)量方法課程，也可用于高層次的數(shù)量方法課程。

作者簡介

作者：(英國)伊恩·雅克（Ian Jacques）

書籍目錄

緒論　入門指南第1章　線性方程1.1　線性方程的圖1.2　線性聯(lián)立方程組的代數(shù)解1.3　供求分析1.4　代數(shù)1.5　公式變換1.6　國民收入決定第2章　非線性方程2.1　二次函數(shù)2.2　收益、成本與利潤2.3　指數(shù)與對數(shù)2.4　指數(shù)與自然對數(shù)函數(shù)第3章　金融數(shù)學3.1　百分比3.2　復利3.3　幾何數(shù)列3.4　投資評估第4章　微分4.1　函數(shù)的導數(shù)4.2　微分法則4.3　邊際函數(shù)4.4　微分的進一步擴展結果4.5　彈性4.6　經濟函數(shù)的最優(yōu)化4.7　經濟函數(shù)的進一步優(yōu)化4.8　指數(shù)和自然對數(shù)函數(shù)的微分第5章　偏微分5.1　多變量函數(shù)5.2　偏彈性和邊際函數(shù)5.3　比較靜態(tài)5.4　無約束優(yōu)化5.5　有約束優(yōu)化5.6　拉格朗日乘數(shù)第6章　積分6.1　不定積分6.2　定積分第7章　矩陣7.1　矩陣基本運算7.2　矩陣的逆7.3　克萊姆法則7.4　投入一產出分析第8章　線性規(guī)劃8.1　線性規(guī)劃問題的圖形求解8.2　線性規(guī)劃的應用第9章　動態(tài)9.1　差分方程9.2　微分方程附錄A：微分的基本原理附錄B：隱微分附錄C：海賽矩陣

章節(jié)摘錄

I am always amazed by the mix of students on first-year economics courses. Some have not acquired any mathematical knowledge beyond elementary algebra (and even that can be of a rather dubious nature), some have never studied economics before in their lives, while others have passed preliminary courses in both. Whatever category you are in, I hope that you will find this book of value. The chapters covering algebraic manipulation, simple calculus, finance and matrices should also benefit students on business studies and accountancy courses.The first few chapters are aimed at complete beginners and students who have not taken mathematics courses for some time. I would like to think that these students once enjoyed mathematics and had every intention of continuing their studies in this area, but somehow never found the time to fit it into an already overcrowded academic timetable. However, I suspect that the reality is rather different. Possibly they hated the subject, could not understand it and dropped it at the earliest opportunity. If you find yourself in this position, you are probably horrified to discover that you must embark on a quantitative methods course with an examination looming on the horizon. However, there is no need to worry. My experience is that every student, no matter how innumerate, is capable of passing a mathematics examination.All that is required is a commitment to study and a willingness to suspend any prejudices about the subject gained at school. The fact that you have bothered to buy this book at all suggests that you are prepared to do both.

編輯推薦

《商務與經濟數(shù)學:英文版》由東北財經大學出版社出版。

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