Relying on a useful starting point and attempting to adjust it appropriately is a robust human decision-making heuristic. Evidence suggests that underlying stock volatility is such a starting point, which is scaled up to estimate call option volatility. The author adjusts the Black-Scholes, Heston, and Bates models for reliance on this starting point. The adjustment mechanism captures several option-return puzzles. The adjusted Black-Scholes generates implied-volatility skew. The adjusted Heston stochastic-volatility model matches the same data better, does so at more plausible parameter values, and generates a steep short-term skew. Furthermore, 2 novel predictions are empirically tested and strongly supported in the data
There are many measures to price an option. This dissertation investigates a risk-adjusted measure t...
Volatility modelling in option pricing has been shown to be of first-order importance in improving u...
The purpose of this study is to compare the pricing ability of the benchmark Black-Scholes option pr...
Relying on a useful starting point and attempting to adjust it appropriately is a robust human decis...
Based on experimental and anecdotal evidence, an anchoring-adjusted option pricing model is develope...
An anchoring adjusted option pricing model is put forward in which the risk of the underlying stock ...
A pragmatic approach of approximating Bayesian inference is to rely on an informative starting point...
In incomplete markets, risk judgments regarding options are necessary as options cannot be replicate...
An anchoring-adjusted option pricing model is developed in which the expected return of the underlyi...
Substantial progress has been made in developing more realistic option pricing models. Empirically, ...
Because volatility of the underlying asset price is a critical factor affecting option prices and he...
Using leverage adjusted index option data, a novel prediction of the anchoring adjusted option prici...
The Nobel Prize-winning the Black-Scholes Model for stock option pricing has a simple formula to cal...
Options are an important building block of modern financial markets. The theory underlying their val...
The purpose of this paper is to analyse different implications of the stochastic behavior of asset p...
There are many measures to price an option. This dissertation investigates a risk-adjusted measure t...
Volatility modelling in option pricing has been shown to be of first-order importance in improving u...
The purpose of this study is to compare the pricing ability of the benchmark Black-Scholes option pr...
Relying on a useful starting point and attempting to adjust it appropriately is a robust human decis...
Based on experimental and anecdotal evidence, an anchoring-adjusted option pricing model is develope...
An anchoring adjusted option pricing model is put forward in which the risk of the underlying stock ...
A pragmatic approach of approximating Bayesian inference is to rely on an informative starting point...
In incomplete markets, risk judgments regarding options are necessary as options cannot be replicate...
An anchoring-adjusted option pricing model is developed in which the expected return of the underlyi...
Substantial progress has been made in developing more realistic option pricing models. Empirically, ...
Because volatility of the underlying asset price is a critical factor affecting option prices and he...
Using leverage adjusted index option data, a novel prediction of the anchoring adjusted option prici...
The Nobel Prize-winning the Black-Scholes Model for stock option pricing has a simple formula to cal...
Options are an important building block of modern financial markets. The theory underlying their val...
The purpose of this paper is to analyse different implications of the stochastic behavior of asset p...
There are many measures to price an option. This dissertation investigates a risk-adjusted measure t...
Volatility modelling in option pricing has been shown to be of first-order importance in improving u...
The purpose of this study is to compare the pricing ability of the benchmark Black-Scholes option pr...