Do the financial risks add up to a constant number?
I am no physicist and one my biggest frustrations is how little I really get to understand of what the greatest thinker that has coincided with my life span, Albert Einstein, explains. Therefore I might be completely off the wall when I refer to having heard something like that the mass of the university, though it can take many shapes, is by the end of the day always a constant number.
Nonetheless these line of thoughts have lately crossed my more financially oriented mind when exposed to facts that seems to suggest that no matter what we do with the risks, no matter how we hedge them, no matter where we hide them, at the end of the day their amount could remain a constant. If this proves correct then it must have great implications for how we design or perhaps even abandon our efforts to design our regulatory systems. At least it would not be so easy for our current bank regulators to go into their total immersion of risk adverseness, expecting to be applauded, if we knew that all they were doing was pushing the risks around.
Nonetheless these line of thoughts have lately crossed my more financially oriented mind when exposed to facts that seems to suggest that no matter what we do with the risks, no matter how we hedge them, no matter where we hide them, at the end of the day their amount could remain a constant. If this proves correct then it must have great implications for how we design or perhaps even abandon our efforts to design our regulatory systems. At least it would not be so easy for our current bank regulators to go into their total immersion of risk adverseness, expecting to be applauded, if we knew that all they were doing was pushing the risks around.