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Dokumentumok száma: 20,364
The document explains what it means when a test statistic falls within the non-rejection region at a stated confidence level. The result is a failure to reject the null hypothesis; it does not establish that the null is true. A non-rejection may reflect…
The document discusses why the differential equation for an American put may be written as an inequality in the continuation region above the optimal exercise boundary. One response links the inequality to the option’s delta at the boundary and the condition…
The document explains that short-rate models describe the evolution of an instantaneous interest rate and use it to derive discount factors as expected accumulated discounting over time. Because the instantaneous rate is not directly observable, the response…
The document outlines three approaches to modeling limit order books. Zero-intelligence models represent event frequencies and order sizes with relatively simple distributions. Two-dimensional flow models track changes to the best bid and ask queues.…
The document considers replacing a broad-market equity ETF with a portfolio of sector ETFs whose combined exposure approximates the market. At year end, an investor could sell sectors at a loss and buy similar sector funds from another provider, while…
The document recommends a practical scenario approach for pricing down-and-in puts when vanilla option prices and implied volatilities are available. Apply a spot shift and test a small set of implied volatility shifts, using the existing volatility surface…
The document explains how to relate a short-rate model, such as Hull–White, to a simulated overnight rate. The central distinction is that the model’s one-day zero-coupon bond price is a discount factor, not itself the overnight rate. For a simply compounded…
The document presents a replication attempt comparing price momentum with two earnings-based momentum signals, standardized unexpected earnings (SUE) and earnings announcement returns (CAR3). The researcher describes building SUE from quarterly earnings per…
The document clarifies whether a parametric value-at-risk estimate should be scaled by changing asset standard deviations or by scaling the final VaR. Under a Gaussian model with zero mean, VaR is a quantile multiplier times the portfolio standard deviation.…
The document describes using quasi-Monte Carlo (QMC) points to generate Gaussian shocks for simulated asset paths, with a Brownian bridge (BB) arranging those shocks across time. It recommends mapping low-discrepancy uniform points through the inverse normal…
The document explains how to calculate the yield to maturity of a semiannual coupon bond when the valuation date falls between coupon dates. It converts the quoted price from fractional bond notation into a decimal price, then identifies the timing issue in…
The document discusses estimating a Heston stochastic volatility model with an Unscented Kalman Filter. The response recommends expressing the system in log prices or returns rather than raw prices, then discretizing the price and variance dynamics as a…
The document explains why a historical adjusted closing price downloaded from Yahoo Finance can differ between downloads made at different times. The quoted example compares two values for Microsoft on the same historical date, then points to the provider’s…
The document considers how to price options with maturities as long as several decades when market quotes for those maturities are unavailable or illiquid. It raises three possible inputs: calibrating to the liquid portion of the volatility surface, using…
The document asks why derivatives traders use stochastic-volatility models when pricing and hedging products such as digital options. It frames the issue through approximate static replication: a digital payoff can be approximated with a narrow put spread,…
The document compares academic optimal-control models, especially Avellaneda–Stoikov, with the concerns a practitioner might face. The question highlights inventory-based quote skew, model complexity across many assets, and omitted inputs such as predictive…
The document asks where academics can obtain free data to train an approximation of the Black–Scholes pricing model. It identifies the model inputs the author has in mind: share price, strike, risk-free rate, volatility, and time to expiration. The author…
The document asks whether portfolio factor models, such as Fama–French, reduce the estimation burden in portfolio optimization. Its central question is that although modeling covariance among a smaller set of factor portfolios can reduce the dimension of the…
The discussion explains how Fourier transforms and characteristic functions can price European options when the underlying log-price density is difficult to obtain directly. It starts from the discounted expected payoff, expresses that expectation as an…
The question applies Itô’s lemma to derive the distribution of a stock price under a risk-neutral model with deterministic, time-varying rates and volatility. The attempted derivation encounters random stock-price terms in the drift and diffusion after…
A payer swaption gives its holder the right to enter a swap in which fixed is paid and floating is received. The discussion clarifies the option’s rate and bond-price interpretation: a payer swaption behaves like a call on the future swap rate and a put on a…
The discussion asks how to model data with positive skewness and very high kurtosis, and how to calculate a time-specific distribution measure analogous to a normal z-score. It does not identify a particular distribution from those two statistics alone.…
The document asks why Itô’s multiplication rules set products involving dt to zero while treating the square of a stochastic increment as dt. The answer offers a discrete branching intuition: consider the possible paths over a small step, square their…
The document discusses why the binomial call option delta implies that a portfolio holding delta shares and short one call has the same value in the up and down states. Delta is the change in option value divided by the change in stock price, so the equality…