Option convexity refers to how the price of an option changes in response to changes in the underlying asset's price. It affects the pricing and risk management of financial derivatives by influencing the sensitivity of the option's price to market movements. Higher convexity can lead to larger price changes, increasing both potential profits and risks for investors. Understanding and managing option convexity is crucial for accurately pricing derivatives and effectively managing risk in financial markets.
An actuary in the finance sector primarily assesses and manages financial risks using mathematics, statistics, and financial theory. They analyze data to evaluate the likelihood of events such as market fluctuations or insurance claims, helping organizations make informed decisions about pricing, reserves, and investment strategies. Actuaries play a crucial role in developing financial products, ensuring compliance with regulations, and maintaining the financial stability of companies. Their expertise is essential for effective risk management and strategic planning in various financial contexts.
Financial management is one of the four functions managers must be able to perform. The other three are leadership, planning, and human resources. Financial management deals with money and the way it is used by a company to generate profits. It also includes how that money should be allocated among different departments in order for them to function properly. For example, financial management would tell you if your marketing department needs more funds or if they have enough. Get Link: Norwayoffice.biz
The Capital Asset Pricing Model (CAPM) is a financial model that establishes a relationship between the expected return of an asset and its systematic risk, measured by beta. It suggests that the expected return on an investment is equal to the risk-free rate plus a risk premium, which is proportional to the asset's beta and the market risk premium. CAPM is widely used in finance for asset pricing and portfolio management, helping investors assess the potential return of an investment relative to its risk.
In finance, valuation is the process of estimating what something is worth. The valuation of a financial asset is based on the absolute value, relative value, or option pricing models.
Breakeven in financial management refers to the point at which total revenues equal total costs, resulting in neither profit nor loss. It is a critical metric for businesses to determine the minimum sales volume needed to cover fixed and variable expenses. Understanding the breakeven point helps in setting sales targets and pricing strategies, as well as assessing the viability of projects or products. It is typically calculated using the formula: Breakeven Point (in units) = Fixed Costs / (Selling Price per Unit - Variable Cost per Unit).
Convexity affects the pricing of financial assets by influencing how their prices change in response to interest rate movements. Assets with higher convexity are more sensitive to interest rate changes, leading to greater price fluctuations. This can impact the overall risk and return profile of the asset, making it an important consideration for investors and financial analysts.
Fred Espen Benth has written: 'MODELING AND PRICING IN FINANCIAL MARKETS FOR WEATHER DERIVATIVES' -- subject(s): Prices, Stocks, Weather derivatives
Francis A. Longstaff has written: 'Financial claustrophobia' 'Time varying expectations and intertemporal asset pricing' 'Optimal recursive refinancing and the valuation of mortgage-backed securities' -- subject(s): Econometric models, Mortgage loans, Mortgage-backed securities, Refinancing
Some recommended Coursera courses for learning about asset pricing include "Financial Markets" by Yale University, "Investment Management" by the University of Geneva, and "Financial Engineering and Risk Management" by Columbia University. These courses cover topics such as pricing models, risk management, and investment strategies in the context of financial markets.
As per my suggestion, you can learn financial management from IIQF- the Indian Institute of Quantitative Finance. The program offered is intended for students seeking comprehensive technical knowledge of vanilla and exotic derivatives pricing, hedging, trading and investment strategies, and portfolio management in equity, currency, interest rates, credit, and mortgages. They have 7 monthly weekend schedules so the working professionals also enroll in the course.
There are many derivative contracts that are contained within options pricing contracts. A few examples include over-the-counter derivatives and exchange-traded derivatives.
Watson Ed. has written: 'Pricing credit derivatives and credit risk'
JEAN-PHILIPPE BOUCHAUD has written: 'THEORY OF FINANCIAL RISK AND DERIVATIVE PRICING: FROM STATISTICAL PHYSICS TO RISK MANAGEMENT'
I'm not sure what you mean by Yield Management Pricing, but AA has not eliminated Yield Management. It is still an important department and function within the company.
A standardized financial instrument is a financial product that has predefined characteristics, such as terms, conditions, and pricing, making it uniform across the market. Examples include standardized options and futures contracts, which facilitate easier trading and risk management. These instruments are typically traded on exchanges, ensuring liquidity and transparency, and helping to reduce counterparty risk. Standardization allows for efficient pricing and comparison among similar instruments.
An equivalent martingale measure is a probability measure under which the discounted asset prices are martingales. It is used to price financial derivatives and is essential in the theory of no-arbitrage pricing in mathematical finance. By changing the probability measure, it provides a new perspective on asset pricing.
Peter Carr has written: 'The night of the big wind' -- subject(s): Sources, History, Windstorms 'Derivatives Pricing'