103 karma · joined July 18, 2022
https://ethz.ch/en/news-and-events/eth-news/news/2021/11/hyd...
https://ethz.ch/en/news-and-events/eth-news/news/2021/11/hyd...
Maybe not all types of programs. When I download an App on my smartphone, I never look for the documentation.
I would say that by adding finite numbers you never reach infinity. You are not even approaching it, since your are always infinitely far away. Infinite sums need a special treatment, they can be tricky.
I have the impression that often when people design a system, the data you save in the database is never meant to be explored directly. Although I don't think that this assumption corresponds to the experience of the most.
Clickbait title.
For me the biggest step forward has been the electric toothbrushing: an small change that can be easily be incorporated into your daily routing without effort.
Currently I can imagine that it is not always easy to solve the problem with one solution, as people tend to change jobs more often than they change homes, and sometimes connections by public transportation are very inconvenient.
P.S.: The fact that many buyers use the appearance of a game to judge the appropriateness of its price leads to a very unpleasant consequence: manufacturers, in order to justify the price of a game, produce it in a box that is twice as big as it needs to be, because if the game is big it justifies a higher price, and so we end up with libraries infested with games that take 2X or 3X the space needed.
The truest and most horrible claim made for modern transport is that it “annihilates space.” It does. It annihilates one of the most glorious gifts we have been given. It is a vile inflation which lowers the value of distance, so that a modern boy travels a hundred miles with less sense of liberation and pilgrimage and adventure than his grandfather got from traveling ten (C.S. Lewis, Surprised by Joy).
Even as a passionate hiker, I can barely imagine what does it mean to cross a mountain pass in winter, with the equipment they had at the time.Maybe the reposting is part of a frequentist study. I'll call it article laundering.
the (discretized) probability density <-> the (discrete) signal intensity <-> the coefficients of the polynomial
... in the respective context.If we look at the discrete case, since the operation of convolution is computationally expensive (O(n^3)), people often rely on the Fast Fourier Transform Algorithm (FFT), that runs in O(n log(n)). An excellent and very enjoyable video on the FFT applied to the polynomial multiplication is https://youtu.be/h7apO7q16V0?t=1.
The sciences have the experimental part, which is a method made possible by the kind of phenomena you observe. As far as religion is concerned, I don't want to oversimplify, as I think we run the risk of lumping everything together, as there are different interpretations as to what a religion is.
He doesn't really speak about personal feelings, but more about the frontiers of a personal investigation.