WindyLakeReturn
Joined 6 years ago
Joined 6 years ago
We can compare to other countries and see their rates of crime, but such comparisons are difficult to make accurately because you are judging all social differences at once, not just a different legal system. Including things like how much lead has the population been exposed to, effect of poverty and sense of community. Things far beyond the legal system.
Can you ever make them whole? Even if you pay them back all their money, there is the period of time without, the fear and pain from losing it, and similar that cannot be undone. For other crimes, there is often a victim whose state can never be fully reverted. If this is our view of justice, then justice becomes an impossible thing which can never be achieved. Does such a stance risk people eventually no longer chasing what can never be acquired?
My guess is the strictness of the rules is driven by availability of resources and the level of need being met by the organization.
Consider this simplified example.
11 areas. 10 of these are isolated and have 10 people living in each area. The last area has 100,000 people living in it. Of those 10 areas, 9 have 0 incidents, and 1 has 1 incident. In the 100,000 area, there are 100 incidents.
Not controlling for the population: The populated area has 100 incidents, the isolated areas have an average of 0.1 incidents. A 1,000 times difference. Populated area is much more dangerous.
Well that's obviously the wrong way to look at the data, so lets account for population:
Isolated areas have a rate of 1 per 100 population, populated areas have a rate of 1 per 1,000 population. A 10 times difference, in the opposite direction. So now we have established a link between being isolated and have more incidents, but we don't know why.
We still haven't controlled for the impact of population density on incident rates. We need much more data to solve this, as with the given information the result would be "Isolated areas have 10 times the risk of incidents" and then controlling for that factor we would see no more trends in our data. If we added thousands of more areas with different levels of population, calculate the per capita rate of incidents in each population, and then create an analysis of how populate density relates to incident rates, we could then control for both factors. The catch is that this last step is more difficult without enough data and often researchers aren't able to isolate single individual items to control for because they correlate too strongly with other issues.
I'm not sure there is anything really special with engineers in this situation. It seems like one of many varieties of the same problem with telling who is producing value and who is faking the appearance of producing value.
Isn't gravity acting on the ball? Ideally a ball balanced a the tip of a bowl has 0 net force, but only because it has the force of gravity pulling it into the bowl and an equal force from the bowl pushing back. This would require assuming a reality where there is no smallest particle, no atoms making up the bowl or ball as they are both perfect mathematical objects comprised of infinite points no matter what resolution you look at them at.
The issue is that such a system, if it can be created by rolling the ball up the bowl with perfect precision from any direction, indicates that it is unstable and may reverse at any point, but without any obvious reason causing it to do so. So either the system has some non-deterministic factor which allows for the perfect stability to break at an arbitrary time in an arbitrary direction or it isn't time reversible as the ability to roll the ball up the bowl cannot be reversed.
Looking at it another way, can you tell the difference between a ball I perfectly rolled to the top of the bowl 10 years ago and one I did 10 seconds ago?
I do wonder if we've added so many assumptions, with mathematically perfect objects and infinite precision forces that we have created some sort of paradox. We have hit levels of perfectly spherical cows that cause even the perfectly spherical cows to complain about unrealistic standards.
Someone in the top 10% of competency or charisma will have average distribution of the other. If you consider the full population, you'll find no relationship, but because you are only look at the top 10% of each, those in the top 10% of one will be average in the other and vice versa. While some (~10% of each top 10% group) will be represented in the other group, you'll still find that they are more likely to be at the bottom of the group in the second group.
The end result is that if you only plot the data for the top 10% of each group, there will be an inverse correlation.
This can hold true even if there is a positive relationship between the two characteristics depending upon the strength of the relationship and how selective you are in selecting the top of each group.
This leads to some interesting results, such as when fruits are grown for look and shelf life risk losing taste and flavor despite these factors being unrelated.
Privacy is good even when you have nothing to hide, but it is imperative for those who do need to be hidden. The ethical issues I generally see people concerned with are ethical issues with privacy itself, not a specific implementation.
Close enough to count if this were horseshoes.
I also think there is some math in general relativity that works out much better if we assume 3D space is actually the 3d-surface area equivalent of a 4d space (and not the 4d space time), which makes us more like a hologram of 4d space. But this is another one where I forget most of the details that actually matter.
These combine give us the hologram simulation that pops up in pop culture from time to time, but what you read about in any blog or news article has nothing to do with the actual math and science behind the theories/hypothesis/what ifs.