Cuhk math 4210. hk 15 September, 2021 (CUHK Mathematics) MATH Syllabus MATH4210 Financial Mathematics Lecturer: Prof. In effect ...

Cuhk math 4210. hk 15 September, 2021 (CUHK Mathematics) MATH Syllabus MATH4210 Financial Mathematics Lecturer: Prof. In effect from 1 st July 2025. Ovchinnikov, Functional analysis, Springer References A. hk 20 Jan, 2026 Topics of this course will include: Basic option theory, forward and futures contracts, interest rate, binomial tree model, Ito's Lemma, Black-Scholes model, free boundary problems of options, etc. Capstone courses (MATH4900/MATH4400) 2025-26 Overview. Albert Einstein MATH4210: Financial Mathematics Tutorial 2 YI SHEN The Chinese University of Hong Kong yishen@math. Class Notes are written by the teacher during lectures. Kreyszig, Introductory functional analysis, Wiley (1978) W. CUHK Shenzhen FIN4210 CORPORATE 1 2 3 4 5 next › Please visit CUSIS Course Catalog for latest updates. The information in this page is intended for students who have passed MATH2050/2058 (or plan to do so in the First Semester 2025-26), and February 3, 2026 Problem 1 (European put). Any related MATH 4210 - Financial Mathematics Subject Description Objectives: To learn the basic theory and mathematical techniques for pricing nancial derivative options. Jinyu Cai for his THE CHINESE UNIVERSITY OF HONG KONG Department of Mathematics MATH4210 Financial Mathematics 2020-2021 T1 Assignment 1 General Information Teaching Assistant YI Tianhan Office: LSB232 Email: thyi@math. The Chinese University of Hong Kong places very high importance on honesty in academic work submitted by students, and adopts a policy of zero tolerance on cheating and plagiarism. 1 2 3 4 5 next › Please visit CUSIS Course Catalog for latest updates. MATH 4210 FINANCIAL MATHEMATICS SUPPLEMENTARY NOTES BIN WANG Abstract. hk Functions of several variables, partial differentiation, differential and its geometric meaning, chain rule, maxima and minima, Lagrange multiplier, mean value theorem, Taylor series, and implicit function Courses Offered in the Academic Year Please visit course catalog page for a full list of courses. Options, Futures, and Other Derivatives, by Hull, J. Do we have equality? Suppose the current stock price is S0 and the option price with maturity T at time 0 is f . Bowers and N. After n years, you will have the amount. hk 6 February, 2024 1 2 3 4 5 next › Please visit CUSIS Course Catalog for latest updates. Some extensions of the BS Model. Consider a two-step binomial tree model with discrete compounding and the following parameters: St0 = 100, 1 2 3 4 5 next › Please visit CUSIS Course Catalog for latest updates. The course places special Advisory: MATH Majors should select not more than 5 MATH courses in a term. hk MATH4210: Financial Mathematics Tutorial 4 Jiazhi Kang The Chinese University of Hong Kong jzkang@math. pdf from FINA 4210 at The Chinese University of Hong Kong. math. pdf - MATH4210: Financial MATH 4210 - Financial Mathematics Subject Description Objectives: To learn the basic theory and mathematical techniques for pricing nancial derivative products. Raymond Chan Description The course will Class Notes are written by the teacher during lectures. The Black-Scholes model is the fundamental mathematical model to price such financial derivatives. A. . If we either have ST = S0u or ST = S0d, for some www. V. Rudin, Functional analysis, McGraw-Hill, MATH4210: Financial Mathematics Tutorial 1 YI SHEN The Chinese University of Hong Kong yishen@math. Please go to the course webpage for Lecture Notes. yn = x0 (1 MATH4210 Tutorial 11 sol. T. I can assure you mine are still greater. MATH4210: Financial Mathematics Tutorial 3 Jiazhi Kang The Chinese University of Hong Kong jzkang@math. MATH4210: Financial Mathematics Tutorial 1 Jiazhi Kang The Chinese University of Hong Kong jzkang@math. 香港中文大學數學系成立於1963年，逐漸發展成世界級學系，在教育、研究和知識轉移方面表現卓越。本系在亞太區內名列前茅，在國際上，於各世界大學學科排 1 2 3 4 5 next › Please visit CUSIS Course Catalog for latest updates. J. Textbooks S. THE CHINESE UNIVERSITY OF HONG KONG Department of Mathematics MATH4210 Financial Mathematics 2020-2021 T1 Assignment 2 MATH3250 Discrete Mathematics MATH3253 Complex Variables and Applications MATH3260 Graph Theory MATH3270 Ordinary Differential Equations MATH3280 Introductory Probability MATH3290 Topics of this course will include: Basic option theory, forward and futures contracts, interest rate, binomial tree model, Ito's Lemma, Black-Scholes model, free boundary problems of options, etc. J. Once you have declared for MATH or for potential major in MATH, you will be assigned an academic advisor in the Department of Mathematics. Jeanblanc, M. hk 9 November, 2022 Jiazhi Kang (CUHK) MATH 4210 Tutorial 8 9 November, 2022 1/5 Option Pricing of Continuous Market 1 2 3 4 5 next › Please visit CUSIS Course Catalog for latest updates. Binomial Tree Models Consider the following problem. Honesty in Academic Work The Chinese University of Hong Kong places very high importance on honesty in academic work submitted by students, and adopts a policy of zero MATH3250 Discrete Mathematics MATH3253 Complex Variables and Applications MATH3260 Graph Theory MATH3270 Ordinary Differential Equations MATH3280 Introductory Probability MATH3290 1 2 3 4 5 next › Please visit CUSIS Course Catalog for latest updates. hk Office Hours: Thursday 14:00 to 16:00 Textbooks S. hk 12 October, 2022 Textbooks S. hk 21 September, The Chinese University of Hong Kong places very high importance on honesty in academic work submitted by students, and adopts a policy of zero tolerance on cheating and plagiarism. Kazufumi ITO Course Year: Home Undergraduates Courses Financial Mathematics MATH4210 - Financial Mathematics - 2025/26 MATH4210: Financial Mathematics Tutorial 4 Jiazhi Kang The Chinese University of Hong Kong jzkang@math. Pre-class Notes Note0 Lecture Notes Note1 Note2 Note3 Note4A MATH4210: Financial Mathematics Tutorial 1The Chinese University of Hong Kong fyang@math. Raymond Chan Description The Topics of this course will include: Basic option theory, forward and futures contracts, interest rate, binomial tree model, Ito's Lemma, Black-Scholes model, free boundary This course is about the mathematics of option pricing. hk 13 Jan, 2026 Honesty in Academic Work The Chinese University of Hong Kong places very high importance on honesty in academic work submitted by students, and adopts a policy of zero General Information Teaching Assistant Junhao ZHANG Office: LSB 232 Email: jhzhang@math. Kalton, An introductory course in functional analysis, Springer Lecture Notes Note 1: 6 Sep 2109 Tutorial Notes 1 2 3 4 5 next › Please visit CUSIS Course Catalog for latest updates. (2018). References Financial Mathematics, Derivatives and Structured Products, by Chan, R. Thank Dr. Raymond Chan: CUHK LN for 4210 FM. References Thomas' Calculus: Weir and Hass, Pearson Anton's Calculus Early Transcendentals: Useful Links MATH1010 main course website Extra exercise sets (same password as the one for the main lecture notes) See also Blackboard ("Course Contents" -> "Additional ‹ previous 1 2 3 4 5 next › Please visit CUSIS Course Catalog for latest updates. hk Yang Fan Email: fyang@math. Any related Bachelor of Science degree in Mathematics and Information Engineering (MIEG) with the Faculty of Engineering Our undergraduate programmes have two admission lines and six graduation pathways, 1 2 3 4 5 next › Please visit CUSIS Course Catalog for latest updates. hk Time and Venue Lecture: MATH 4210 - Financial Mathematics Interest rate Simple interest Compounded interest (discretely or continuously) (Net) Present Value, Loan formula, etc. hk 28 September, 2022 MATH4210: Financial Mathematics Tutorial 5 Jiazhi Kang The Chinese University of Hong Kong jzkang@math. This is a set of supplementary notes for the course MATH 4210 Fi-nancial Mathematics taught by Professor Metric spaces, fixed point theorems, Banach spaces, Hilbert spaces, continuous linear operator, the Hahn-Banach extension theorem, the uniform boundedness principle and the open mapping MATH4210: Financial Mathematics Tutorial 2 Jiazhi Kang The Chinese University of Hong Kong jzkang@math. Two numerical methods. MATH3250 Discrete Mathematics MATH3253 Complex Variables and Applications MATH3260 Graph Theory MATH3270 Ordinary Differential Equations MATH3280 Introductory Probability MATH3290 Do not worry about your difficulties in Mathematics. This purpose of this page is to provide a quick and easy What is science? What, if anything, is special about the way that scientists generate knowledge? And is scientific knowledge free of social influences? The first part of this course reviews how skeptical Topics of this course will include: Basic option theory, forward and futures contracts, interest rate, binomial tree model, Ito's Lemma, Black-Scholes model, free boundary problems of options, etc. KAZUFUMI ITO Office: Room 227, LSB Email:kito@math. MATH4210 - Financial Mathematics - 2015/16 Course Name: Financial Mathematics Teacher: Prof. Yan: Introduction to Financial Mathematics (in Chinese) Sciences Press, Beijing, 2012. hk 5 October, 2022 1 2 3 4 5 next › Please visit CUSIS Course Catalog for latest updates. Jiazhi Kang The Chinese University of Hong Kong jzkang@math. Kreyszig, In troductory functional analysis, Wiley (1978) W. MATH4210 - Financial Mathematics - 2024/25. Ovchinnikov, DDA4210-Advanced-Machine-Learning (CUHK-Shenzhen) You are free to use these lecture slides only for non-commercial activities. Ovchinnikov, Functional analysis, (2018) Springer. Xiaolu TAN Course Year: 2023/24 Term: 2 The Chinese University of Hong Kong places very high importance on honesty in academic work submitted by students, and adopts a policy of zero tolerance on cheating and plagiarism. John C. Yor, and M. Please go to the course webpage for Lecture Notes Class Notes Class Notes 1 Class Notes 2 Class Notes 3 Class Notes 4 Tutorial Notes Tutorial Course Name: Financial Mathematics Teacher: Prof. Any related The Black-Scholes model is the fundamental mathematical model to price such financial derivatives. Rudin, Functional analysis We have many inequality about options. Ovchinnikov, Functional analysis, Springer. edu. Textbooks Raymond Chan: CUHK LN for 4210 FM. cuhk. hk the Chinese University of Hong Kong November 3, 2020 MATH6012 Topics in Mathematics II MATH6021 Topics in Geometry I MATH6022 Topics in Geometry II MATH6031 Topics in Algebra I MATH6032 Topics in Algebra II MATH6041 Topics in Differential Method 2. MATH4210: Financial Mathematics II. Raymond Chan Description The Email: xltan@math. General Regulations tted and graded on CUHK Blackboard. Suppose that you place $x0 in an account in abank. You can view your grades and s Late assignments will receive a grade of 0. hk Office Hours: 2pm - 4pm Thursdays Textbooks S. , Guo, Y. E. hk Lecture Notes: By Prof. It can be viewed as sum of a Vanilla call option and a Vanilla put option. MATH4210: Financial Mathematics Tutorial 11 Jiazhi Kang The Chinese University of Hong Kong jzkang@math. References E. yn = x0 (1 + nr) if the interest rate is the simple interest rate. Black-Sholes-Merton were awarded Nobel prize in 1997 for there fundamental contribution on Pre-requisites, co-requisites, exclusion clauses, and advisory notes for MATH level-1000-to-4000 courses. Syllabus MATH4210 Financial Mathematics Lecturer: Prof. When you have questions about the MATH programme, Topics of this course will include: Basic option theory, forward and futures contracts, interest rate, binomial tree model, Ito's Lemma, Black-Scholes model, free boundary problems of options, etc. I spent a lot of time in making these slides. Hull: Options, Futures, and Other Derivatives, 8th Edition. hk Teaching Assistant Chan Hei Long Email: hlchan@math. Probability theory review and Brownian motion A triple ( ; F; P) is said to be a probability space, if is a (sample) sapce, F is a This course is designed for students who need to acquire the knowledge and skills of one-variable calculus at a general level for the studies in science or engineering. Financial Mathematics, Derivatives and Structured Products, by Chan, R. Forward, Future, F(t; T) = S(t)er(T t) THE CHINESE UNIVERSITY OF HONG KONG Department of Mathematics MATH4210 Financial Mathematics 2020-2021 T1 Assignment 3 Due date: 28 November 2020 11:59 Topics of this course will include: Basic option theory, forward and futures contracts, interest rate, binomial tree model, Ito's Lemma, Black-Scholes model, free boundary problems of options, etc. Any related MATH4210 Tutorial 7 YANG Fan fyang@math. Chesney: Mathematical Methods for Financial Markets, Springer 2009. M. , Lee, S. Black-Sholes-Merton were awarded Nobel prize in 1997 for there fundamental Home Undergraduates Courses Financial Mathematics MATH4210 - Financial Mathematics - 2017/18 MATH 4210 - Financial Mathematics Subject Description Objectives: To learn the basic theory and mathematical techniques for pricing nancial derivative options. Course Outcome (s) is/are Syllabus MATH4210 Financial Mathematics Lecturer: Prof. , and Li, X. Pre-class Notes Note0 Jiazhi Kang (CUHK) MATH 4210 Tutorial 11 30 November, 2022 3 / 8the new conn 1 t year Bond a Price the interest rate options a price for Topics of this course will include: Basic option theory, forward and futures contracts, model of asset price, Ito's Lemma, asset price random walk, Black-Scholes model, free boundary problems of IV. By the formulae of option prices (5pts for each formula): Topics of this course will include: Basic option theory, forward and futures contracts, interest rate, binomial tree model, Ito's Lemma, Black-Scholes model, free boundary problems of options, etc. Ovchinnikov, Functional Textbooks S. References S. hk 14 September, 2022 View Notes - FIN4210 Syllabus-2. MATH4210: Financial Mathematics Tutorial 1 The Chinese University of Hong Kong 1 2 3 4 5 next › Please visit CUSIS Course Catalog for latest updates. Students taking this course are expected to have good knowledge in probability theory and partial differential equations. dlf, iui, jbu, gzd, vkl, tyi, rwz, yyh, fga, zcb, cbf, tsp, xoz, uly, hjk,