Questions tagged [asset-pricing]

The branch of Finance that studies and models how specific assets (such as options, bonds and stocks) are priced.

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Definition of "true price" of an asset and connection with efficient market

A paragraph from the article Asset Mispricing: One of the central doctrines of modern financial theory is that the price of a security should equal the present value of its cash flows. Recently, ...
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Transform the constraints for both liquidity demanders and suppliers if I include any tax on risky asset?

I have a question related to Vayanos and Wang's article I'm studying on this article for my course term project. I would like to some adjustment and changes on this article in order to improve it ...
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Can the Equity Premium Puzzle apply equally to bonds?

Mehra and Prescott (JME, 1985) use the consumption-based asset price model to express the expected spread of equity returns over, e.g., a risk-free Treasury bond, as \begin{equation*} \mathbb{E}...
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Budget line for mean variance utility

Consider the mean-variance utility used in CAPM. The budget line when allocating a risk-free and a risky asset is the line connecting the $r_f$ and the risky asset. Suppose that I have fixed amount ...
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CAPM Cost of Capital

In the CAPM model, the beta can be used to calculate the return required by the market for a security (cost of equity). This cost of equity can also be considered as a minimum return for possible ...
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If GOOG shares confer no voting rights, where do their value comes from?

I recently found out that the difference between GOOG and GOOGL shares is that GOOG shares do not have voting rights. Then I read that the leadership is not planning to pay dividends anytime soon (...
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Nonseparable utility across states of nature: an intuitive example

I am new to nonseparable utility across states of nature as found in some macro-financial models (discussed in this YouTube video lecture by John Cochrane). I do not find the notion intuitive. Could ...
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$E[F_T] = F_0$ implies $p = \frac{1-d}{u-d}$? or is implied by?

From Ch 12 in Hull's OFOD, we compute the risk-neutral probabilities for a futures contract: Later in Ch 17, futures options are valued, and we have the same result: In relation to Chapter 16 and 17,...
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Arbitrage free implies complete market in general binomial model?

In Tomas Björk's Arbitrage Theory in Continuous Time, there exists this proposition It seems that to show that the model is complete, we must show that the claims are reachable, i.e. we must find ...
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Has anyone developed a good methodology for high-frequency inflation nowcasting?

Let's say I want to know what happened to the value of the U.S. dollar between three minutes and two minutes back from ... NOW. I have given myself a two minute slack period for data collection and ...
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Does bank loan support affect companies in negative way?

I'm new to the economics exchange environment. My question may seem amateurish, but I did not find a satisfactory result by doing the necessary literature search. A question that has been on my mind ...
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How to interpret the Alpha in a multi-factor model?

For the CAP-M, the alpha can be interpreted as the excess returns of a benchmark index. However, how should we interpret the alpha in a multi-factor model, like Carhart's 4-factor model? Does it still ...
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Black-Litterman Weights for Intersecting Asset Classes

I'm trying to implement Black-Litterman for an arbitrary selection of assets some of which might be subsets or intersect with others. For example, one portfolio might be US Equities (VTI) A global ...
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Derive the market demand function and market supply function

In the second page of this paper Gjerstad et al derive the market demand and the supply for assets using the data shown in Table 1. The table is The demand function they find is $Q = 94 – 0.4 P$ and ...
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Some basic Consumption CAPM questions

Say we are in a world described by the consumption CAPM. All investors in this world have quadratic utility. Also, assume that consumption is as follows: $$c_{t+1} = (1+m_t)c_t + s_t c_t e_t $$ where ...
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Replicate average risk-free rate in Wachter 2005, "Solving models with external habit"

I might be making a really simple mistake somewhere, but I thought I'd ask anyway. I'm trying to replicate the results in Wachter 2005, "Solving models with external habit". (You can also ...
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Simple worked-out example of computing future cashflows of other countries' assets?

I read through a research note from Bridgewater and a lot of the discussion centered on finding attractive cashflows of global stocks in USD terms. Here is a line for ease of reference: Across a ...
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Why utility rather than expected utility in Cochrane's "Asset Pricing"?

Cochrane "Asset Pricing" Chapter 1 p. 6 says We model investors by a utility function defined over current and future values of consumption, $$ U(c_t,c_{t+1}) = u(c_t) + \beta \mathbb{E_t}[...
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Why do people think a stock should have a certain price based on the company's revenue?

Stock investment comes part and parcel with discussions about quarterly earnings, P/E ratios, and a host of other considerations designed to measure the "intrinsic value" of a stock and ...
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How is equilibrium reached in CAPM such that the tangency portfolio = market portfolio?

From my research online, when learning CAPM with $n$ risky assets and a risk free asset with return $r_f$, I always see the conclusion that in equilibrium, the market portfolio = tangency portfolio ...
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To profit from rolling, mustn't you be much more bullish or bearish than before? [closed]

Aren't you likelier to lose money from rolling, e.g. scenarios 3-5 below? How exactly can rolling profit you? What if you aren't more bullish or bearish than before? What if you surmise that the ...
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How is the cost of equity for a specific stock calculated using the Fama-French 5 factor model?

The Fama-French 5 factor model is as follows: $$R_a = R_f + \beta_m \left( R_m - R_f\right) + \beta_s\text{SMB} + \beta_v\text{HML} + \beta_p\text{RMW} + + \beta_i\text{CMA}$$ It is quite easy to find ...
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How can successful small caps outperform large caps, when they become large caps?

For example, pretend that some S&P 600 corporation succeeds and profits, like some biotech discovers multiple cures to disease like cancer. Assume that its market capitalization then skyrockets ...
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What effect has the 30% increase in money supply from Feb-June of 2020 had?

I commented on a previous question that this is probably a better one. Old question Generally speaking, how has the increase in money supply resulting from the CARES act stimulus package affected the ...
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Why might it make sense to buy bonds in a company facing restructuring?

In this video, Sal Khan states, "If you really thought that Lehman Brothers in the long term was going to come back, what you might want to do is somehow try to become one of its bondholders, and ...
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How does profit correlate with the duration of options?

To wit, do you profit more off options, the shorter-term they are like 0 DTEs? I know that option premium correlates negatively with duration. Pre-suppose you think some biotech will discover a ...
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How can I represent this observation regarding options in a formula?

By observing how an option's expiration P/L changes as its underlying asset price changes, we can discover the following system of equations: $\begin{cases}S_{Long} = C_{Long} + P_{Short} \\ S_{Short} ...
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Linearization around the steady state (Asset pricing application)

I am working through a linearization example from Colacito and Croce (2011). In the paper the following expression is derived: \begin{align} & (v^{i}_{c,t})^{\theta}=E_{t}[\delta e^{\Delta c^{i}_{...
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Can an Out the Money put option's price $>$ its Strike Price?

I'd guess yes, if the put option's IV spikes. An OTM put has merely Time Value and no Intrinsic Value.
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Can an In the Money Put Option's price $>$ its Strike Price?

The screenshot below suggests thatan ITM put option's price can't overstep its strike price? Why or why not?
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Are no arbitrage models and equilibrium models equivalent?

This YouTube video from WHU (starting from 3:50) claims that no-arbitrage models (such as Black-Scholes and HJM) are equivalent to equilibrium models (such as CAPM or C-CAPM). He uses the Euler ...
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Cashflow Risk vs Discount Risk

I'm studying financial economics/asset pricing and I often hear the terms cashflow risk and discount risk but I'm not sure what they mean? The Campbell/Shiller (1988) decomposition includes cashflows (...
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CAPM and beta for individual stocks

Why do we just assume that the β is symmetric for a stock? Could it not very well be the case that the β has a larger leverage (covariance with the market) for example 1.2 in a bear (baisse) market ...
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Does anybody knows where I should look for a proxy for consumption to estimate a two factor C-CAPM?

Has anybody seen, any textbook recommendation that refers to the proper proxy for consumption. I am trying to estimate a two factor consumption CAPM, namely we I add a second factor apart from ...
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Can a position at a hedge fund be securitized?

Let's say that I'm an investor in a hedge fund, a recession just hit and I need cash asap. But the hedge fund either has infrequent redemption, or it locks my fund in, until the market gets better and ...
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1 vote
1 answer
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Capital/Income Ratio in Pikketty's Capital

In Capital by Thomas Pikketty, https://www.robertdkirkby.com/blog/2015/summary-of-piketty-i/, he states that World War I and World War II were the main reasons why the Capital Income to Labour Income ...
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What are the differences between hedging with swaps, options or futures?

For instance if a bank wants to hedge against interest rate risk, it could use interest rate swaps, or options or futures contract. Or in any other example, when a manager is hedging against risks. ...
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1 vote
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How does a perpetual futures contract affects the price of the underlying?

As long as I understand, a futures contract is kind of a prediction for the underlying's price at the time when it expires. But what happens if this futures contract is perpetual, and doesn't have a ...
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1 vote
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If a call may expire OTM, why won't a \$1 increase in the underlying's price necessarily increase the call's price by \$1?

Zvi Bodie, Alex Kane, Alan J. Marcus. Investments (2018 11 edn). p 723 scanned.       Figure 21.9 verifies that the slope of the call option valuation function is less than 1.0, ...
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3 votes
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Calculating present value using Euler's number

So I was reading here where they calculate the expected value of an option at present given the expected value of the option in a year by calculating $$C_0 = C_1 e^{(-r)}$$ where r is the interest ...
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Is Investopedia wrong about a Collar's maximum loss and profit?

Are the last two paras. below correct? Shouldn't they be reversed? Isn't your maximum profit when $P \le 77$? Then you can exercise your 77P, but the call holder can't exercise his 97C. Your profit $...
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Isn't Bull Put Spread's Maximum Loss = Spread Credit + Loss from sold call + Profit from bought call?

I don't grasp the blue difference below. If $P \ge 48$, isn't the investor's Maximum loss = spread credit + $\color{red}{\text{Loss from his sold 44C}} - \color{limegreen}{\text{profit from his ...
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Does deflation mean drop in asset prices?

Usually when inflation rises the stock market rises with it. The second point i want bring your attention to before i ask my question is when there are stimulus measure enacted by the government, ...
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How's a levered hedge fund effectively selling a gigantic put option on its ability to finance its own positions?

I grasp the basics of a put option. John C. Hull. Options, Futures, and Other Derivatives (2017 10 edn). pp 8-9. A put option gives the holder the right to sell the underlying asset by a certain ...
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Oughtn't option premiums increase by the same amount as strike prices?

Pls see this question's title. In the screenshot below, as the strike prices below increase by +1, oughtn't the option premiums increase by +1 too? Why buy the \$104 put for \$13.71? The \$105 put ...
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3 votes
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Who invented these key notions in Finance?

We often give credit to the origins of academic achievements. The Black-Scholes equation or the Gibbons Ross Shanken (GRS) test etc. What about Net Present Value (NPV), Internal Rate of Return (IRR),...
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Forecasting integrated variables in a macroeconomic setting

I am trying to measure the effects of restrictions on immigration to a specific country on both real estate rental indices and real estate property price indices during the next 3 to 5 years. As a ...
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He, Krishnamurthy (2013)

How do you derive equation (10) on page 740 from He, Krishnamurthy (2013 AER)? They say that "Given the log objective function in equation (8), the risky asset household chooses $\alpha_t^h$ to solve ...
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2 votes
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What is the economic meaning of multiple internal rates of return?

Recall that the internal rate of return (IRR) is the discount rate such that the net present value (NPV) of a project is 0. One interesting complexity of the internal rate of return (IRR) is that it ...
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