April 10th, 2009, 3:04 pm
QuoteOriginally posted by: AlanFordQuoteOriginally posted by: Traden4AlphaQuoteMy point is that liquidity is largely an illusion. What people fail to appreciate is that ALL held-for-sale assets carry an implicit short call option in addition to the asset (i.e., a covered call). The short call leg exists because the asset holder grants the market the right, but not the obligation for someone in the market to buy that asset. Because the asset is offered freely, the premium collected on the call is zero (aside from miniscule pay-for-liquidity schemes by some exchanges). The nature of covered calls is that the holder of the asset + short-call is asymmetrically exposed to the downside (i.e., the risk that liquidity will disappear and no one with buy the asset). Thus, all held-for-sale assets are worth less than their mark-to-market values (this discount is monotonic in volatility, holding duration, and vol-of-vol). Needless to say, for long-lived assets in a high vol and vol-of-vol environment, held-for-sale assets are worth much much less than the market price.T4A, I am not sure if I got your point right. Covered call implies downside exposure with no upside potential. But, held for sale assets have upside potential. So, the premium collected on your short "call" is zero bcs of that preserved potential. Am I missing something? Thanks.If the market is sufficiently liquid that a mark-to-market value exists, then a "held-for-sale" asset valued at market will be sold immediately. Otherwise it must be valued higher than market value and T4A's virtual call will also be valued higher. In general, if someone values an asset they hold at higher than market value, then all arbitrage arguments regarding the value of that asset and related derivatives imply that the holder's valuation of a derivative will also differ from the market's. In fact, a person who values an asset over market has already stated that they don't respect the arbitrage theorem in the sense that either they've got something wrong or the market has.To put it another way. If they value the asset more than the market, then why don't they buy more of them?The asset-holder may be correct that the market undervalues their asset, but someone reading their accounts who thinks market values and the arbitrage theorem are significant needs to know how much extra value the asset-holder gives to the asset.
Last edited by
Fermion on April 9th, 2009, 10:00 pm, edited 1 time in total.