cabinpark
Joined 12 years ago
Joined 12 years ago
Unfortunately I see too many people in my job (academia) who don't exercise despite the huge potential benefits to their productivity and life. So this makes me wonder: what is it about exercise that turns people off? Is it a communication issue? Is it the lack of confidence? Lack of knowledge? It seems that there are constant pushes in the media to be more healthy and exercise but it never seems to stick.
Why does my doorknob need to be connected to the internet? Does my fork need to be connected to the internet as well? How about my shelf? Or my towel?
And if they are connected to the internet, who is collecting that data? Is it secure? What will it be used for?
I hate when theorists take some abstract crazy idea and then say the universe has 10 or 11 dimensions when they have no basis for saying that.
But yet, there isn't a crisis in physics at all since these theorists are so far removed from reality, I don't really care what they think. They don't really tell use anything useful or interesting so I tend to ignore them. Instead, I focus on things we do know exist but cannot explain, say astrophysical jets, pulsars, or supernovas. We know they exist and we can see them, yet we understand them very little. We have models that are getting better and better over time, but they all exist within the current understanding of physics. This is where physics really is. Whatever garbage the theorists put up on the arxiv can be ignored with little loss.
Instead, those of us "in the trenches" can continue our work trying to explain observed phenomena with our current theories. There is no need to add in extra dimensions or cohomology. Maybe, when we've done really understanding our current theories can we talk to those theorists again.
Incidentally, since I started my PhD in physics doing numerical relativity, my views on science have changed completely. I used to be interested in stuff like string theory, but actually sitting down and trying to do it left me feeling empty inside. Now that I work in an area that is very closely related to observations, I feel like I am actually learning something about the universe. It's hard to explain philosophically, but I really believe in experiments as the guiding principle of science. In my case, we see pulsars (2500+ of them) and we have yet to provide a full explanation of their nature. To me there is something more real and scientific about this then trying to explain multiverse theory but I don't know the words to describe it.
Saying that, there is one book I like called Quantum Processes Systems, and Information by Schumacher (who coined the term qubit) and Westmoreland since it is an introductory text and has a good discussion of the basics of quantum computing. It does, however, assume you are a physics student with a good understanding of linear algebra.
I am reminded of the following story I experienced in my first year chemistry class. The class was being taught by the head of undergraduate studies for science and he asked us (a room of 500 students) how many people wanted to become chemists and maybe 20 or so people put up their hand. How many people want to become physicists? Maybe 30 or so put up their hand. How many people want to become doctors? A good 400 people put up their hand. He then said "only 20 of you will make it to med school, I hope you have a back-up plan."
The problem is that we only hear about the success stories not the vast amount of people who fail. That isn't to say don't follow your dreams, but be realistic about them and have other options available when things don't go your way.
Additionally, I wonder if he is doing this on person to make a point about drug pricing in the USA.
This doesn't surprise me since bouldering problems, as discussed here, are puzzles, akin to programming puzzles, where the solution is often some clever trick that, once known, makes a problem easy.
And no FFTs are the only transformations I am aware of. I've never heard of anyone using other transformations in a general numerical context, outside of specialized problems.
I highly recommend Spectral Methods in MATLAB by Trefethen (who someone mentions above) for a very good tutorial. You can freely ignore the MATLAB part and use whatever programming language you want, as long as you have an FFT routine.
The credit card thing is also true too. Cash is king here and I routinely see people with hundreds of Euros of cash like it is nothing. I always see people paying for groceries with 100 Euro notes. Furthermore, I know Germans are much more concerned with personal security and privacy that there is also going to be a push back about having to share personal information with an American company.
Also I live in Frankfurt, and, to be honest, I have no idea why people even use taxis. To get from the Hauptbahnhof to practically anywhere in the city is only a < 20 minute U-Bahn ride. Also, the public transportation in Europe tends to be insanely good and efficient so a ride-sharing app will also have to compete with this as well.