金融书籍经典

一．经济学1. 中华帝国的专制制度，佛朗索瓦.魁奈2. 资本论（共3 卷），马恩全集3. 国家竞争优势，麦克尔.波特4. Essentials of corporate analysis, by john-wiley&sons,inc5. 公共部门经济学,2th，鲍得维6. 经济学，2th edition，斯帝尔格雷茨7. Economecis, mankiw,英文彩色8. 政治经济学原理，约翰.穆勒9. 自由、市场与国家，詹姆斯.布坎南10. 中间道路经济学，保罗.萨缪尔森11. 就业、利息与货币通论，凯恩斯12. 微观经济学，保罗.萨缪尔森13．国富论，亚当·斯密二．货币、银行、金融市场1. Financial management and analysis, Frank J.Fabozzi2. 货币金融学，米什金3. 金融市场学，郑振龙4. 资本市场的混沌与秩序，彼得斯5. Finance, Zvi Bodie, Robert C.Merton6. 货币、信用与商业，马歇尔7. 资本市场：机构与工具，frank J.Fabozzi,8. The finan cial analyst’shandbook,Sumner N.Lenving9. 资本理论及其收益率，罗伯特.索络10. 货币、银行与经济，托马斯.梅耶11. 货币与资本市场，8th,peter.s.rose12. 金融工具手册，Frank.J.Fabozzi13. 金融体系：原理与组织，埃德温.尼夫14. 管制、放松与重新管制，艾伦.加特三．财务管理1. 公司理财，罗斯2. Max imizing corporate value, George M.Norton3. 应用公司理财4. 公司财务原理，布雷利&迈尔斯5. 现代企业财务管理，11th 詹姆斯.C.范霍恩6.金融市场和企业战略, 马克·格林布莱特四．金融计量1. 时间序列分析预测与控制，George E.P BOX2. 金融数学与分析技术，蔡明超3. 计量经济模型与经济预测，平尼克.鲁宾费尔德4. 金融数学，Joseph stampfli,蔡明超译5. 金融时间序列分析，Ruey.s.Tsay6. 微观金融学及其数学基础，昭宇7. 计量经济分析方法与建模：Eviews 应用与及实例，高铁梅五．固定收益1. 固定收益证券，布鲁斯.塔夫曼2. 债券市场分析与战略，Frank J.Fabozzi3. 全球金融市场的固定收益分析六．国际金融1. 国际金融市场：价格与政策，2Th,Richard M.Lev ich2. 国际货币与金融，迈尔斯.梅尔文3. 国际经济学，保罗.克鲁格曼七．金融工程1. 期权交易入门2. Futures,forwards,options and swaps:theory and practice3. 衍生产品，郑振龙4. 金融工程，约翰.马歇尔5. 金融风险管理师手册,Philippe Jorion6. 米勒.莫顿论金融衍生工具7. Asset-based finance,by citibank8. 期权、期货与其他衍生产品9. 金融工程学，骆伦茨.格利茨10. 金融工程学案例，斯科特.梅森11. options,futures& other derivatives,fifth editon,hall八．投资与组合管理1. 投资圣经，沃伦.巴非特2. 资产选择－投资的有效分散化，哈里.马克维茨3. 投资学，威廉.夏普4. 投资学，zvi Bodie,6edition5. 投资组合管理理论及应用6. 金融心理学，拉斯.特维斯7. 格雷汉姆论价值投资8. 新金融学：有效市场的反例，罗伯特.A.哈根9. 有效资产管理，威廉.波恩斯坦10. Active equity portfolio management，Frank J.Fabozzi九．商业银行1. 微观银行学，哈维尔.佛雷克斯2. Handbook of internationalbanking ,Andrew W.Mullineux3. 商业银行管理，5th,peter.s.rose4. 银行信用风险分析手册，乔纳森.格林5. 银行风险分析与管理，亨利.范.格罗6. 银行资本管理：资本配置和绩效评测，克里斯.马腾7. 银行管理－教程与案例，乔治.H.汉普尔十．投资银行1. 金融体系中的投资银行，查理斯.R.吉斯特2. 兼并与收购，中国人民大学出版社十一．基金1. 共同基金运作，阿尔伯特.J.弗里德曼2. 对冲基金手册(中文)，拉托尼奥，3. 指数基金，Richard.A.Ferri十二．其他1. 伟大的博弈－华尔街帝国的崛起2. 项目融资（哈佛经典）3. 新帕尔格雷夫经济学大辞典第一、二、三、四卷：A-Z，约翰.伊特维尔4. 公司治理学，李维安5. 会计学教程与案例，10th,罗伯特.N.安东尼，大卫.F.霍金斯十三. 实用投资类证券分析，本杰明.格雷汉姆股史风云话投资，杰里米.西格尔投资者的未来，杰里米.西格尔与天为敌－风险探索传奇，彼得.波恩斯坦资产分配－投资者如何平衡金融风险漫步华尔街，伯顿.麦基尔巴比伦富翁的理财圣经，乔治.克拉森怎样选择成长股，菲利普.A.菲舍金融炼金术，乔治.索罗斯1929 年大崩盘，约翰.肯尼斯.加尔布雷斯解读华尔街，杰弗里.B.里特聪明的投资者，本杰明.格雷汉姆共同基金常识，约翰.博格伯格投资－聪明投资者的最好50年，约翰.博格散户至上－证交会主席教你避险并反击股市黑幕股票作手回忆录巴菲特致股东的信热门商品投资风险投资家环球游记罗杰斯环球投资旅行克罗谈投资策略专业投机原理通向金融王国的自由之路世界是平的赢（杰克韦尔奇）从牛顿、达尔文到巴菲特逆向思考的艺术查理芒格传悲观博士考夫曼论货币与市场金融战败滚雪球-巴菲特和他的财富人生小趋势-决定未来大变革的潜藏力量看不见的城市贼巢一次读完25本投资经典科学发现的逻辑泥鸽靶开放社会及其敌人一个华尔街瘾君子的独白高盛文化伯格谈共同基金投资狂人打开格林斯潘的公文包不确定条件下的投资约翰·涅夫的成功投资华尔街的扑克牌金钱游戏巴菲特-美国资本家的特质金融怪杰华尔街浮沉四十五载统计数字会说谎门外的野蛮人价值起源诚信的背后对冲基金风云录金融的逻辑中国证券市场批判郎咸平说：金融超限战峭壁边缘-拯救世界金融之路一个证券分析师的醒悟价值投资：从格雷厄姆到巴菲特股票趋势技术分析交易冠军笑傲股市世纪炒股赢家战胜华尔街政治经济学与赋税原理纯粹经济学要义利息理论（费雪）企业的性质（科斯）通往奴役之路资本市场：机构与工具利率风险的控制与管理兼并，重组与公司管制金融市场利率与流量安东尼·波顿的成功投资彼得林奇的成功投资股市晴雨表江恩华尔街45年投资者的未来客户的游艇在哪里如何从商品期货交易中获利投机与骗局投资新革命期权投资策略以交易为生超越金钱短线交易秘诀股市心理博弈恐慌与机会赢的输家的游戏彼得林奇的成功投资蜡烛图方法通向财务自由之路法柏报告价值再发现最后的合伙人经济表人口原理（马尔萨斯）政治经济学的国民体系（李斯特）国民经济学原理（门格尔）政治经济学理论（杰文斯）资本与利息利息与价格财富的分配有闲阶级论经济发展理论福利经济学不完全竞争经济学价值与资本丰裕社会经济成长的阶段人力资本投资资本主义与自由十四.数学微积分线性代数概率论与数理统计数学分析实分析与泛函分析时间序列分析测度论拓扑学随机过程本科生：数学分析、线性代数、经济学——>概率论与随机过程——>金融学、计量经济学——>泛函分析、金融经济学、金融工程研究生：拓扑学——>数学分析、实分析——>最优化理论、概率论——>随机过程——>高级微观、宏观、计量经济学——>金融经济学——>随机微积分——>金融工程经济学, 数学, 金融, 工程[1] Desmond Higham, An Introduction to Financial Option V aluation: Mathematics Stochastics and Computation[2] Thomas J. R. Hughes, The Finite Element Method : Linear Static and Dynamic Finite Element Analysis[3] Alexandre Ern, Jean-Luc Guermond,Theory and Practice of Finite Elements Applied Mathematical Sciences[4] [美]Achintya Haldar, Sankaran Mahadevan ,Reliability Assessment Using Stochastic Finite Element Analysis[5] [美] Robert A. Adams, John J. F. Fournier ,Sobolev Spaces, Second Edition, (Pure and Applied Mathematics, V olume 140)[6] [美]Jurg T. Marti,Introduction to Sobolev Spaces and Finite Element Solut ion of Elliptic Boundary V alue Problems (Computational Mathematics and Applications)[7] [法] Daniel Revuz, Marc Y or, Continuous Martingales and Brownian Motion (Grundlehren dermathematischen Wissenschaften)[8] Herbert A. David, H. N. Nagaraja, Order Statistics, 3rd Edition[9] [法]让-雅克·拉丰、让·梯若尔,政府采购与规制中的激励理论,当代经济学系列丛书[10] [美]H.培顿.扬, 个人策略与社会结构---制度的演化理论,当代经济学译库[11] 张维迎, 博弈论与信息经济学, 当代经济学教学参考系列[12] 卢俊编译, 资本结构理论研究译文集, 当代经济学系列丛书[13] Joseph E. Stiglitz, Carl E. Walsh, Economics, Third Edition[14] Geoffery A.Jehle, Philip J.Reny, 高级微观经济理论（英文版[15] Stephen F.LeRoy, Jan Werner, 金融经济学原理(英文版)[16] Ross M. Starr, General Equilibrium Theory, An Introduction, Cambridge University Press[17] 埃尔玛·沃夫斯岱特, 高级微观经济学---产业组织理论、拍卖和激励理论[18] Angeldela Fuente, 经济数学方法与模型[19] David Romer, 高级宏观经济学（英文版）[20] 亚蒂什N 巴格瓦蒂等, 高级国际贸易学（第二版）[21] Salanie,市场失灵的微观经济学[22] 因内思·马可 斯达德勒等,信息经济学引论:激励与合约[23] JohnY.Campbell,金融市场计量经济学[24] Simon Benninga,财务金融建模---用Excel工具[25] 达瑞尔·达菲, 动态资产定价理论,（第3版[26] Mary Jackson, Mike Staunton, Advanced Modelling in Finance using Excel and VBA[27]John C. Hull,Options, Futures, and Other Derivatives[28]Robert C. Merton,Continuous-Time Finance[29]Sheldon Natenberg,Option V olatility & Pricing: Advanced Trading Strategies and Techniques[30]Frank J. Fabozzi,The Handbook of Fixed Income Securities, 6th Edition[31]Frank J. Fabozzi,Fixed Income Mathematics[32]Simon Benninga, Financial Modeling , 2nd Edition[33] Damiano Brigo,Interest Rate Models[34] Philipp J. Schonbucher, The Mathematics of Credit Derivatives: The Essential Credit Modelling and Pricing Companion,WBS Training[35] Philipp J. Schonbucher, Credit Derivatives Pricing Models: Model, Pricing and Implementation[36] Steven E. Shreve, Stochastic Calculus for Finance II: Continuous-Time Models[37] Paul Glasserman, Monte Carlo Methods in Financial Engineering (Applications of Mathematics, 53)[38] Peter Jaeckel, Monte Carlo Methods in Finance[39] J. Michael Steele, Stochastic Calculus and Financial Applications, Stochastic Modeling and Applied Probability, V ol.45[40] Ioannis Karatzas, Steven E. Shreve,Brownian Motion and Stochastic Calculus, 2ed[41] [美]Darrell Duffie, Dynamic Asset Pricing Theory, 3ed[42] Ross, Sheldon M., An elementary introduction to mathematical finance: options and other topics, 2nd edition[43] Baxter, Martin, and Andrew Rennie, Financial calculus : an introduction to derivative pricing[44] James O.Berger, Statistical Decision Theory and Bayesian Analysis,Second Edition[45] Ioannis Karatzas,Steven E.Shreve,Methods of Mathematical Finance, Applications of Mathematics[46] M.Musiela,M.Rutkowski,Martingale Methods in Financial Modelling,Applications of Mathematics[47] J.Stoer,R.Bulirsch,Introduction to Numerical Analysis,Second Edition,Texts in Applied Mathematics[48] Paul R.Halmos,Measure Theory, Graduate Texts in Mathematics[49] A.N.Shiryaev,Probability,Second Edition, Graduate Texts in Mathematics[50] P.Malliavin,Stochastic Analysis[51] P.Embrechts,C.Kluppelberg,T.Mikosch, Modelling Extremal Events for Insurance and Finance[52] Susanne C.Brenner, L.Ridgway Scott, The Mathematical Theory of Finite Element Methods[53] Jean-Baptiste Hiriart-Urruty Claude Lemarechal,Fundamentals of Convex Analysis[54] V.Thomee,Galerkin Finite Element Methods for Parabolic Problems,Springer Series in Computational Mathematics[55] Paul E.Pfeiffer,Probability for Applications,Springer Texts in Statistics[56] Jean-Pierre Aubin, Optima and Equilibria--- An Introduction to Nonlinear Analysis, Graduate Texts in Mathematics[57] Bernt Ksendal, Stochastic Differentical Equations An Introduction with Applications Sixth Edition[58] Hans U.Gerber, Life Insurance Mathematics, Third Edition,[59] Eberhard Zeidler,Nonlinear Functional Analysis and Its Applications I: Fixed-Point Theorems[60] Eberhard Zeidler,Nonlinear Functional Analysis and Its Applications IIA: Linear Monotone Operators[61] Eberhard Zeidler,Nonlinear Functional Analysis and Its Applications IIB: NonlinearMonotone Operators[62] Eberhard Zeidler,Nonlinear Functional Analysis and Its Applications III: V ariational Methods and Optimization[63] Eberhard Zeidler,Nonlinear Functional Analysis and Its Applications IV: Applications to Mathematical Physics, 2nd edition[64] Eberhard Zeidler, Applied Functional Analysis: Main Principles and Their Applications,Applied Mathematical Sciences, V ol 109[65] Eberhard Zeidler, Applied Functional Analysis: V ariational Methods and Optimization: Applied Mathematical Sciences V ol 108[66] Arellano, M. Panel Data Econometrics[67] Maddala, G.S. and In-Moo Kim, Unit Roots, Cointegration, and Structural Change[68] Fumio Hayashi, Econometrics[69] H. Lutkepohl, Introduction to Multiple Time Series Analysis[70] J.M. Wooldridge, Econometric Analysis of Cross Section and Panel Data[71] [美]尼斯坎南, 公共管理译丛---官僚制与公共经济学[72] [英]raghbendra Jha, 公共管理译丛---现代公共经济学[73] [英]敦利威, 公共管理译丛---民主、官僚制与公共选择--政治科学中的经济学阐释[74] [美]Walter Rudin, 泛函分析---第2版[75] [美]小詹姆斯L.法雷尔, 投资组合管理理论及应用,第二版[76] [美]罗伯特S.平狄克丹尼尔L.鲁宾费尔德,计量经济模型与经济预测---第4版[77] 保罗A.萨缪尔森威廉D.诺德豪斯, 经济学_英文版_第16版[78] Stokey, Nancy L., and Robert E. Lucas, Jr., with Edward C. Prescott,Recursive Methods in Economic Dynamics[79] Lars Ljungqvist, Thomas J. Sargent，Recursive Macroeconomic Theory，2nd edition[80] Harold W.Kuhn, Classics in Game Theory[81] [英] 弗朗西丝·考埃尔, 金融衍生工具与投资管理计量模型---金融衍生工具与资本市场[82] [美] J. 斯蒂芬斯Ross, 用金融衍生工具管理货币风险---金融学译丛[83] [美] 格林布莱特，蒂特曼，金融市场与公司战略（上, 下）---金融学译丛[84] 公共经济学教程（影印本）, 新世纪高校经济学英文版教材[85] [美] 雷奥奇·卡塞拉, 罗杰L.贝耶, 统计推断（英文版）,第２版[86] 邹薇, 高级微观经济学---现代经济学高级教程[87] Y uh-Dauh Lyuu, Financial Engineering and Computation, Principles, Mathematics, Algorithms[88]H. Bühlmann, Mathematical Methods in Risk Theory[89] C. Daykin, T. Pentikainen, M. Pesonen, Practical Risk Theory for Actuaries, Chapman & Hall[90] H. Panjer, G. Willmot, Insurance Risk Models, Society of Actuaries, Schaumburg, IL, 1992[91] S. Klugman, H. Panjer, G. Willmot, G. V enter, Loss Models: From Data to Decisions[92] J.-P.Bouchaud, M. Potters, Theory of Financial Risks. From Statistical Physics to Risk Management[93] David Lando, Credit Risk Modeling: Theory and Applications[94] Jean-Paul Chavas, Risk Analysis in Theory and Practice[95] Perry Mehrling, Fischer Black And The Revolutionary Idea Of Finance[96] Steven E. Shreve, Stochastic Calculus for Finance II : Continuous-Time Models[97] Steven E. Shreve, Stochastic Calculus for Finance I: The Binomial Asset Pricing Model[98] Damiano Brigo, Fabio Mercurio, Interest Rate Models[99] Emilio Barucci,Leonardo Landi,Umberto Cherubini,Computational Methods in Finance: Option Pricing, IEEE, 1996[100] 约翰·利奇,公共经济学教程（英文影印本）[101] 阿诺德.泽尔纳,计量经济学贝叶斯推断引论[102] [荷] R.卡尔斯等, 现代精算风险理论[103] 詹姆斯.R.埃文, 模拟与风险分析[104] 谢志刚, 风险理论与非寿险精算[105] Magill, M. and M. Quinzii, The Theory of Incomplete Markets[106] Kwok, Y ue-Kuen, Mathematical Models of Financial Derivatives 2nd ed[107] Edwin J. Elton, Martin J. Gruber, Stephen J. Brown and William Goetzmann, Modern Portfolio Theory and Investment Analysis, 6th Edition[108] Rene Carmona, Statistical Analysis of Financial data in S-PLUS[109] George Levy. Computational Finance Numerical Methods for Pricing Financial Instruments, Butterworth-Heinemann, 1st edition[110] V ijay Krishna, Auction theory[111] Juergen Topper, Financial Engineering with Finite Elements[112]Keith Cuthbertson, Dirk Nitzsche, Financial Engineering: Derivatives and Risk Management [113] Roger B.Myerson, Probability Models for Economic Decisions (with CD-ROM),1st Edition [114]John Y. Campbell, Andrew W. Lo (Contributor), Archie Craig Mac KinlayThe, Econometrics of Financial Markets[115] John C. Hull, Options, Futures and Other Derivatives, Prentice Hall College Div; 5th edition [116] Frank J. Fabozzi (editor), Handbook of Fixed Income Securities, McGraw-Hill, 6th edition [117] Domingo Tavella, Quantitative Methods in Derivatives Pricing: An Introduction to Computational Finance[118] Mario J. Miranda,Applied Computational Economics and Finance[119] Paolo Brandimarte, Numerical Methods in Finance: A Matlab-based Introduction[120] Elmar Wolfstetter, Topics in Microeconomics, Industrial Organization, Auctions and Incentives[121] Andreu Mas-Colell, Michael D. Whinston and Jerry R. Green, Microeconomic Theory [122] Inés Macho-Stadler and David Pérez-Castrillo, An introduction to the Economics of Information[123] Jack Hirshleifer and John G. Riley, The Analytics of Uncertainty and Information[124] Juergen Topper, Financial Engineering with Finite Elements[125] Daniel J. Duffy, Finite Difference Methods in Financial Engineering : A Partial Differential Equation Approach (Hardcover)[126] Malliavin, Paul, Thalmaier, Anton, Stochastic Calculus of V ariations in Mathematical Finance[127] Delbaen, Freddy, Schachermayer, Walter, The Mathematics of Arbitrage[128] Musiela, Marek, Rutkowski, Marek, Martingale Methods in Financial Modelling[129] Jamil Baz George Chacko, Financial Derivatives : Pricing, Applications, and Mathematics [130] [美] 莫瑞斯.奥博斯特弗尔德等, 高级国际金融学教程：国际宏观经济学基础[131] Zvi Bodie and Robert C.Merton, Finance, Prentice-Hall,2001[132] Didier Cossin et al, Advanced Credit Risk Analysis: Financial Approaches andMathematical Models to Assess,Price,and Manage Credit Risk[133] Patrick Bolton and Mathias Dewatripont, Contract Theory[134] Kim C. Border, Fixed Point Theorems with Applications to Economics and Game Theory [135] Ralph Tyrell Rockafellar, Convex Analysis, (Princeton Landmarks in Mathematics and Physics)[135] James Dugundji and Andrzej Granas, Fixed Point Theory[136] Kenneth L. Judd, Numerical Methods in Economics[137] H Kunita, Stochastic Analysis on Infinite Dimensional Spaces, Chapman & Hall/CRC [138] Kim C. Border, Fixed Point Theorems with Applications to Economics and Game Theory [139] Moorad Choudhry, Fixed Income Markets: Instruments, Applications, Mathematic s [140] Oliver Hart, Firms, Contracts, and Financial Structure (Clarendon Lectures in Economics) [141] A. Ziegler, A Game Theory Analysis of Options, Corporate Finance and Financial Intermedition in Continuous Time, 2nd edition[142] Benth, Fred E., Option Theory with Stochastic Analysis,An Introduction to Mathematical Finance[143] Chung, K. 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