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Tag: Garud Iyengar

Certificate Financial Engineering and Risk Management Part II

My #69 course certificate from Coursera

Posted on September 27, 2021November 1, 2022 by keslerzhu

Financial Engineering and Risk Management Part IIColumbia University I am thrilled to complete this wonderful course. Assuming you have fully comprehended the content in its preceding course, this one scuba-dives and show you the incredible underwater world. The underwater voyage starts from the assets and portfolios, you will find an amazing elaboration of Efficient Frontier,…

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Trading cost functions, mean-variance-liquidity optimization

Liquidity, Portfolio Execution, Real Options

Posted on September 18, 2021November 2, 2022 by keslerzhu

Liquidity What is Liquidity and what is a liquidity security is very hard to define in practice. Liquid security can be traded very quickly (quick execution), has very little price impact (low slippage), can be bought and sold in large quantities (deep order book). There are 2 ways to measure liquidity: Trading cost function which…

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Gaussian Coupla Model

Credit Derivatives and Structured Products

Posted on September 13, 2021October 20, 2022 by keslerzhu

Securitization Securitization is the process of constructing new securities from the cash flows generated by a pool of underlying securities. The economic rationale behind securitization is that it enables the construction of new securities with a broad range of risk profiles. A board range of investors may therefore be interested in these new securities even…

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Self-financing strategy, Black-Scholes models

Risk Management: Equity Derivatives in Practice

Posted on September 2, 2021November 2, 2022 by keslerzhu

Review of Self-Financing Trading Strategy A self-financing trading strategy is a trading strategy 胃t = (xt, yt) where changes in Vt are due entirely to trading gains or losses, rather than the addition or withdrawal of cash funds. Why do we care? Dynamic Replication: in the multi-period binomial model, we can actually construct a self-financing…

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Parameter estimation, robust constraints, shrinkage methods

Financial Engineering: Implementing Mean-Variance

Posted on August 20, 2021November 2, 2022 by keslerzhu

There are many aspects of implementation details of mean-variance. 3 of them are the most important. Parameter estimation The estimated mean can be very far away from the true mean. True mean can lie in an ellipse with a certain probability. Parameter error is usually very serious for mean-variance portfolio selection. There is usually a…

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Assets and Portfolios

Assets & Portfolios: Mean-Variance Optimization

Posted on August 8, 2021November 1, 2022 by keslerzhu

Assets and Portfolios I’ve got a certain amount of money, I want to split it among various assets available for investment. An asset can be characterized by price and return, both of them are random. wi is the amount of money in asset i; wi > 0 means long investment, wi < 0 means short…

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Certificate Financial Engineering and Risk Management Part I

My #64 course certificate from Coursera

Posted on July 31, 2021October 22, 2022 by keslerzhu

Financial Engineering and Risk Management Part IColumbia University An amazing course from a prestigious university! This course touches the hard core of various financial concepts by deriving numerous math equations. It effectively demonstrated why Financial Engineering is a multidisciplinary field drawing from economics, statistics, and engineering. It usually costs me a few hours to fully…

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Level-payment mortgage

Mortgage Backed Securities

Posted on July 27, 2021November 10, 2022 by keslerzhu

Mortgage based securities are a particular kind of asset-based securities. They are asset-backed by underlying pools of securities like mortgage, auto / student loans, credit card receivable, and so on. The process by which asset-based or mortgage-based securities are created is called securitization. By securitizing, we enable the sharing and spreading of risk. There are…

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Defaultable bonds, defaultable ZCBs with no recovery

Pricing Defaultable Bonds and Credit Default Swap

Posted on July 23, 2021November 10, 2022 by keslerzhu

Defaultable Bonds A defaultable bond has these characters: We have to specify the probability of default by working directly with risk-neutral probability Q. We will model the term structure of default using 1-step default probability h(t). As with other fixed income securities, we are going to calibrate h(t) to market prices. We will need to…

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Term structure of interest rate, Binomial models for the short rate

Financial Engineering: Term Structure Models

Posted on July 22, 2021November 10, 2022 by keslerzhu

Fixed Income Derivatives Fixed income markets are enormous and in fact bigger than equity markets. Fixed income derivative markets are also enormous, including: Fixed income models are inherently more complex than security models, because it needs to model evolution of entire term-structure of interest rates. One of the classic ways to get around this problem…

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3-period binomial model, Pricing European call option, Pricing American put option

Multi-Period Binomial Model

Posted on June 15, 2021July 5, 2024 by keslerzhu

Multi-period binomial model Multi-period binomial model is really just a series of one-period model spliced together. When pricing an European option, you can calculate it backward 1 period at a time. But you may also do the same thing just as one calculation. It appears the true probabilities p (price going up) and 1-p (price…

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Swaps, Effective rates, Pricing interest rate swap

Derivative Securities: Swaps, Futures and Options

Posted on May 21, 2021October 26, 2022 by keslerzhu

Swaps Why do companies or entities construct swaps? Because they want to change the nature of cash flows, or leverage strengths in different markets. But there is an implicit assumption that the companies / entities continue to exist. If one of them were to default, it will expose the counter party to a big risk….

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American Contract Law I Andrew Ng Anna Koop Brenda Gunderson Christopher Millard Computer Communications Specialization Cryptography Economics of Money and Banking Evgenii Vashukevich Garud Iyengar Ivan Vybornyi Jeffrey Chasnov John Daily Jonathan Katz Kevin Webster Ling-Chieh Kung Machine Learning: Algorithms in the Real World Martin Haugh Mathematics for Engineers Specialization Matthew Hutchens Michael Donohoe Michael Fricke Microsoft Azure Fundamentals AZ-900 Exam Prep Specialization Operations Research (3): Theory Perry Mehrling Petro Lisowsky Physical Basics of Quantum Computing Practical Reinforcement Learning Rebekah May Search Engine Optimization (SEO) Specialization Sergey Sysoev Statistical Thermodynamics Specialization Statistics with Python Specialization Taxation of Business Entities I: Corporations TensorFlow 2 for Deep Learning Specialization U.S. Federal Taxation Specialization Wounjhang Park Xiaobo Zhou Yi Wang 小褘褋芯械胁 小械褉谐械泄 小械褉谐械械胁懈褔

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