And how do you calculate the current premium, ie. before opening the position?You can use future price which accounts for intrest rate and black 76 model.
And how do you calculate the current premium, ie. before opening the position?You can use future price which accounts for intrest rate and black 76 model.
Using black76 model. Black model is similar to black scholes which uses future price instead of spot.And how do you calculate the current premium, ie. before opening the position?
What would the future price be in the given example, when let's say the current price is 100 ?Using black76 model. Black model is similar to black scholes which uses future price instead of spot.
Use put- call parity to get the future price. Future=(100 call price)- (100 put price) + 100(strike).What would the future price be in the given example, when let's say the current price is 100 ?
Is it 110 or 115 for the model you mentioned?
And how does one get the call price and the put price in the first place to apply this your funny looking formula above?Use put- call parity to get the future price. Future=(100 call price)- (100 put price) + 100(strike).
It looks like you don't have basic knowledge on options. I suggest you to stop producing low effort content here.And how does one get the call price and the put price in the first place to apply this your funny looking formula above?
And: now you seem to mean by "future price" the option premium, whereas in your previous posting you explicitly stated that it means the future spot incl. the risk-free-rate etc. Just confused and confusing.
And: why should one use Black-76 over BSM ? Is there any advantage? IMO not.
Nope, I just don't believe BS talkers!It looks like you don't have basic knowledge on options. I suggest you to stop producing low effort content here.
Fact is: none of the so-called ET experts has been able to answer this simple options question, except me, one of the few BSM experts hereWhat if the stock of the company rises annually by 10%, and the risk-free rate is 5%?
What value do you in this case take for r in BSM?
IMO r should now be 15%.
The others are nothing but hot-air talkers... 
Here's a better practical example using IBM's stock data:Fact is: none of the so-called ET experts has been able to answer this simple options question, except me, one of the few BSM experts hereThe others are nothing but hot-air talkers...
https://www.wallstreetprep.com/knowledge/earnings-yield/
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Earnings Yield vs. Dividend Yield vs. Bond Yield
While a sizable portion of investors make investment decisions using the amount and growth of dividends paid as a proxy for value, earnings are the real long-term driver of dividend payments (and the firm’s valuation – i.e. share price).
At the end of the day, dividends come out of the retained earnings of a company.
Therefore, it can be argued that earnings yield is a more practical metric for evaluating potential investments, which is attributable to the fact that not all companies issue dividends.
Additionally, many underperforming companies can be hesitant to cut dividends and choose to sustain a high payout for the sake of maintaining their current share price. In such scenarios, the irrational behavior of management teams could paint a false picture of the financial health of the company.
Similar to the yield on bonds and other fixed-income instruments, the earnings yield is expressed in the form of a percentage.
The earnings yield is often touted as being most useful for comparability between equity instruments and bonds and other fixed-income instruments – for example, imagine comparing a company’s P/E ratio to the yield on 10-year treasury notes (i.e. the risk-free asset).
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