- #36
russ_watters
Mentor
- 23,482
- 10,812
This is silly. Stock is by definition ownership of a company. The fact that you don't have the ability to make decisions about the company on your own based on your small share doesn't change that. Other forms of shared ownership can work the same way, such as some joint bank accounts or a married couple who owns a house.Tosh5457 said:That argument was made before in the thread and I replied to it. If you exclude dividends, by owning shares of a company, and in a way that it doesn't allow you to control the company and therefore get the profits from the company by other mechanism than dividends (that doesn't happen in the stock market, that's a takeover) you don't own anything of the company. If you have 10% of the shares of a company, can you sell 10% of their capital? Can you even sell anything that the company owns to make a profit? You can't, because you don't own anything of it.
You've improperly defined "profit" based on a built-in assumption that the stock itself has no value. Your argument is circular.If I define profit of an investor as money spent or received in the stock market, if I buy $1000 of a stock my profit will be -$1000 and the profit of the seller will be +$1000. Using that definition it's obvious that it is going to be a zero-sum game in respect to the profits.
This is better because at least you correctly define the company as having value, but it is still incomplete as it assumes the value to be fixed. Again, you are using circular reasoning to prove that it is zero-sum.If I define profit of an investor in a given trade as:
In case of buying, profit = 0.
In case of selling, profit = Price that the investor sold the stock - Price that the investor acquired the stock
This is the usual and intuitive definition of profit.
...
Sum of the variations of balances = $0
But we know that this is false, don't we? The amount of money in the system does vary. It grows. Therefore:Conclusions: The sum of the money in the balances of the investors is equal to the money in the system. From that it follows that if the money in a given system doesn't vary, the sum of the variations of the balances of the investors is always $0.
And by implication, if one person gains another has to lose. It's still wrong. Doesn't matter how many times you say it and your argument is getting worse, since even as a Ponzi scheme the amount of cash in the system is not fixed.what one gains, came from another one's pockets, which was what I was attempting to argue, although with wrong terms.
Let me put a finer point on the not-zero-sum issue: Over the past 100+ years, the stock market has averaged a roughly 5% annual growth rate after inflation. That means that millions of people, over several generations, have put money into the stock market and then later in life have taken out roughly 4x as much as they put in.
Last edited: