A dhaoine uaisle,
Very interesting thread - fair play to all.
Just a few comments:
1. Climate change is a big problem which requires urgent and multi-pronged actions. One area requiring action is the better use of technology. Whilst Colm may very well be right in his views regarding the finances of Tesla - personally, I wouldn't like to be hoping to profit from the demise of a such a company. Be careful what you wish for.
2. In an earlier post, a few days ago, Colm acknowledged, something along the lines, that his concentrated portfolio approach was not suitable for the majority of folk. I wanted to quote the precise text with a view to applauding this admission - as I have consistently argued that Colm's approach is
not appropriate for the majority of folk. Further, I had not previously noticed Colm make such an admission. Anyway, it looks like said post has been edited...….and the acknowledgement withdrawn?*
For the avoidance of doubt, there is overwhelming evidence that the majority of people will do better in a fully diversified portfolio.
3. In relation to return expectations....
The Expected Return from a single stock (or coin toss) is the same as that of the market (or a series of coin tosses)
I'm a bit rusty on investment theory, Brendan, but I'm having a hard time with this argument. Just trying to get my head around it. Jury is out!
First of all, at a very simple level, in an efficient market, shouldn't rational investors be rewarded with greater returns for taking on greater risks? If yes, it follows that if the return expectations are all the same, then the risks of individual equities are all the same which doesn't make sense to me as we would be saying that there is no difference in the risk profile between defensive and speculative stocks? Otherwise put, wouldn't the rational investor need a higher expected return to compensate for increased risk of speculative versus defensive stocks?
At a technical level - admittedly I'm a little rusty here - but from memory....
(a) Isn't the Beta of the market overall equal to 1 and calculated based on the cap weighted Betas of component stocks?
(b) Won't each component stock have its own Beta?
In other words, won't the return expectation of the market equal the weighted average of all the return expectations of the stocks in the market?
* Looks like I got this bit wrong -
as pointed out by Sarenco in post 177 below. Am pleased with this correction!