Anyway back to our options deal.
Conceptually, it's pretty simple so far, I'm willing to give you the option to buy for a certain price, you're willing to pay to control my stocks for a given time frame.
Here's where the tricky part comes in, and will illustrate why I say there isn't really a way to explain in "layman's terms" the current situation.
The primary variable that determines who will make the money on our option deal is the price you pay me for the premium. As an extreme example, if the premium is one cent, you'll almost certainly make money long term as you'd only need to be correct about the stock increasing in value very very rarely to cash in heavily when it did. At the other extreme, if premium to controls the stock was $99,999 it would be almost impossible for you to make money long term because you'd have to be right about the stock increasing in value virtually every time to offset the high cost of the premium relative to just buying the stock from me outright.
If one of us is better at determining what the real fair value of that premium is (that is the value where it's essentially a wash in probability terms of who will make money) that one of us is going to end up with all the money simply by buying the option below fair value or writing it above fair value.
It's currently accepted that it's impossible to perfectly calculate this, but we can get closer and close the better our math is.
Here's one method of determining that value that's used fairly widely.
http://en.wikipedia.org/wiki/Black-Scholes
If one can't understand the math in play, it essentially becomes a matter of faith that fair values determined by a given process are actually fair.
This is, "in laymans terms" the current problem. The systems used to determine fair value of these credit derivatives are flawed in certain ways in that the values for risk have been too low. A cynic might conclude, and this is my feeling, that the risk is low because government bailout is built into the algorithm.
The math in question for credit derivatives is substantially more complicated that Black-Scholes, and the problem really is in the math, not the conceptual process.
Credit Default Swaps aren't a flawed instrument, their valuation is flawed because of the math.
My whole point here is that if you can't understand that math, having a general understanding of how they're used to distribute risk is useless in terms of understanding what's wrong with them.
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