Simple question, what is the definition of a risky portfolio? Unbelievably, I can’t find an answer to this.
High returns volatility?
The one that bears no risk-free assets.
Not quite.
A risky portfolio is any portfolio whose standard deviation of returns isn’t zero.
Thanks.
Agree, thanks S2000. Also, the correlation between a risky-asset and a risk-free asset is zero (well in the theory at least); check for further references PORTFOLIO RISK AND RETURN: PART I
S2000magician: christopheausina:The one that bears no risk-free assets.
Not quite.
A risky portfolio is any portfolio whose standard deviation of returns isn’t zero.
Agree, thanks S2000. Also, the correlation _ of returns _ between a risky-asset and a risk-free asset is zero . . . .
True. That’s a direct consequence of the risk-free asset having a standard deviation of returns of zero.
christopheausina:The one that bears no risk-free assets.
Not quite.
A risky portfolio is any portfolio whose standard deviation of returns isn’t zero.
what does it even mean that the portfolio’s standard deviation of returns is zero. So, a portfolio’s standard deviation return of a 10 year US bonds is zero? So the yields should stay flat forever? How can that be even mathetically possible
S2000magician: christopheausina:The one that bears no risk-free assets.
Not quite.
A risky portfolio is any portfolio whose standard deviation of returns isn’t zero.
what does it even mean that the portfolio’s standard deviation of returns is zero. So, a portfolio’s standard deviation return of a 10 year US bonds is zero? So the yields should stay flat forever? How can that be even mathetically possible
It means that the return never changes.
So, a portfolio’s standard deviation return of a 10 year US bonds is zero?
Of course not.
So the yields should stay flat forever?
For the risk-free asset: yes.
How can that be even mathetically possible
r1 = r2 = r3 = ∙ ∙ ∙ = rn.