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New PDF release: On the role of space dimension n = 2 + 2*(square root of 2)

By Gazzola F., Grunau H.-C.

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Additional info for On the role of space dimension n = 2 + 2*(square root of 2) in the semilinear Brezis-Nirenberg eigenvalue problem

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What ended up happening to your options? I’ll bet in most cases the options lost value (or didn’t go up in value) even though the stock moved in the direction that you predicted. What happens in this case? It’s all due to volatility movement. The option market makers are very smart and sneaky. In the days leading up to the earnings announcement, the market makers are aware that speculators will enter the options market and start buying up options. 44 GET RICH WITH OPTIONS So the market makers will start bumping up the implied volatility of the options, which in turn starts making the options cost more and more each day, until they are finally priced extremely high on the day of the announcement.

Lastly, any put option strike price that is above the current price of the security is considered an ITM put option. If INTC is at $20, all strikes above that would be ITM. It’s important to know these terms because each one will act differently due to the degree of the option being in-, at-, or out-of-the-money. The whole idea and advantage of buying call options instead of paying for the stock is because of the amount of leverage you can get. With options, you only need to pay a fraction of what the stock would cost, yet you get to control the same amount of shares.

78 percent. As you’re seeing on a comparison basis, the higher the volatility figure, the higher the option price will be. ISE’s options have higher volatility numbers than BUD’s; thus, the options are more expensive. This is not to say that ISE’s options are overpriced compared to BUD’s. We’re just saying that ISE, for whatever reason, has experienced greater volatility in the past, and is also expected to have more volatility going forward. The option market makers are predicting that ISE will be more volatile than BUD down the road.

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On the role of space dimension n = 2 + 2*(square root of 2) in the semilinear Brezis-Nirenberg eigenvalue problem by Gazzola F., Grunau H.-C.


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