You guys, you always give case by case to support your non zero-sum concept. If it has infinite cases, you will get n right cases divide by infinite that's will result a zero point.
Let see the big picture, the money in and the money out. The money in are IPO, additional raises, our retirement savings, investors open new account or keep refunding their account, dividends (since dividends are paid to investors account and it depends on him to withdraw or reinvest). The money out are funds that have been move to other non-zero-sum investment and the total amount that investors withdraw.
If we can prove the money-out is greater than the money-in then it's a non zero-sum, it's likely not since only 5% success and we can say the 95% unsuccessful investors are rarely withdraw the money from the market. However, scientifically we cannot conclude anything because we can always argue that the money-out is greater than the money-in and vice versa.
One possible way to prove a zero-sum or non zero-sum is to look the Market Index, if it's always going up then we can conclude it's not a zero-sum since the total value become bigger. The calculation of the index must be non-bias. By market always going up mean that it's understandable that from time to time the market retrace back to a certain level but we can guarantee that it won't go back to the place where it was 100 years ago.
Well, it looks like it goes in your favor for supporting a non zero-sum theory since the DOW is always going up. Now the point is can you explain why the DOW is always going up? And once you know the exact reason why the DOW is always going up you will understand why it's a zero-sum and not a non-zero-sum.
Let see the big picture, the money in and the money out. The money in are IPO, additional raises, our retirement savings, investors open new account or keep refunding their account, dividends (since dividends are paid to investors account and it depends on him to withdraw or reinvest). The money out are funds that have been move to other non-zero-sum investment and the total amount that investors withdraw.
If we can prove the money-out is greater than the money-in then it's a non zero-sum, it's likely not since only 5% success and we can say the 95% unsuccessful investors are rarely withdraw the money from the market. However, scientifically we cannot conclude anything because we can always argue that the money-out is greater than the money-in and vice versa.
One possible way to prove a zero-sum or non zero-sum is to look the Market Index, if it's always going up then we can conclude it's not a zero-sum since the total value become bigger. The calculation of the index must be non-bias. By market always going up mean that it's understandable that from time to time the market retrace back to a certain level but we can guarantee that it won't go back to the place where it was 100 years ago.
Well, it looks like it goes in your favor for supporting a non zero-sum theory since the DOW is always going up. Now the point is can you explain why the DOW is always going up? And once you know the exact reason why the DOW is always going up you will understand why it's a zero-sum and not a non-zero-sum.