Ask HN: What do we do when our leaders are corrupt?
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Ask HN: What do we do when our leaders are corrupt?
1–8 of 8 posts
Re: Ask HN: What do we do when our leaders are corrupt?
#2Re: Ask HN: What do we do when our leaders are corrupt?
#3Solve for the minimum of x. Don't get fooled by local minimums.
Re: Ask HN: What do we do when our leaders are corrupt?
#4Accept that for any value of political power y, there will be some corruption x. Solve for the minimum of x. Don't get fooled by local minimums.
Re: Ask HN: What do we do when our leaders are corrupt?
#5Accept that for any value of political power y, there will be some corruption x. Solve for the minimum of x. Don't get fooled by local minimums.
What about y = 0?
Re: Ask HN: What do we do when our leaders are corrupt?
#6Earlier quoted context omitted.
What about y = 0?
Yeah. I had been thinking of that. There should probably be a third term Z that has some sort of inverse proportionality relationship to y that represents cartels/warlords/etc that fill the power vacuum of a very low y situation. This would also cause x to be very high. (eg: Somalia)
Re: Ask HN: What do we do when our leaders are corrupt?
#7Earlier quoted context omitted.
Yeah. I had been thinking of that. There should probably be a third term Z that has some sort of inverse proportionality relationship to y that represents cartels/warlords/etc that fill the power vacuum of a very low y situation. This would also cause x to be very high. (eg: Somalia)
I don't think I would distinguish between z and y. In other words, a high z is the same as a high y, and of course either one causes a high x.
For some metaphor m that is extended beyond a limit l, it becomes increasingly r, ridiculous. :)
Re: Ask HN: What do we do when our leaders are corrupt?
#8Earlier quoted context omitted.
I don't think I would distinguish between z and y. In other words, a high z is the same as a high y, and of course either one causes a high x.
Or -y is what happens when you don't have any y and so its an absolute value of y modified by some vector function v as to which sections of public life y (or the absolute value thereof) extends into... For some metaphor m that is extended beyond a limit l, it becomes increasingly r, ridiculous. :)