@0celo7 seems strange to hear you talk about "duty of children towards parents"... you think they should go along with parents choice? & seems hard to picture you doing that o_O
I tend to have difficulties with subject classifications because the German Wissenschaft does not seem to really correspond to what the English world seems to mean by science
The specialist degree is an academic degree conferred by a college or university successfully completed five years of study.
== The Specialist Degree in the Commonwealth of Independent States ==
The Specialist degree (Russian: специалист) in the former Soviet Union was the only first degree conferred in that country. The degree is traditionally believed to have originated in the engineering education of the Russian Empire. It currently is being phased out by the bakalavr's (Baccalaureate) and magistr's (Magister or Master's) degrees.
In the early 1990s the bakalavr and magistr were introduced in...
@0celo7 That is a fantastically terrible attitude that ruins people's lives.
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@SirCumference listen to me, please. Do not go into a profession, or anything big in life, without a passion for it.
This is a fact known by mankind for time long forgotten: if you try to do something with a large commitment because you're supposed to instead of because you want to, you will not be happy about it and will likely inflict pain on other people as a side effect.
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Obviously there are cases where it's good to follow through on e.g. a promise even though you don't want to, but that works best when the promise itself were made willingly, etc.
Let me just drop a reminder in here: Be Nice. No matter who is is, whether you like them or not, it is a requirement of chat that everyone is nice to everyone else. Professional respect is a great thing.
Today, November 9th, 2015, is the 5 year anniversary of Phys.SE's public beta. Congratulation! (The 5 year anniversary of the private beta was last week, November 2nd, 2015.)
There's also an issue that the naive Fock construction is always inseparable (as an infinite product of Hilbert spaces). I know there's a fix for this due to Segal but I don't really know much about it
And while the JEE will be of interest to—WAG—on order of 5% of potential Physics users at some point in their life, I suspect that it is of current interest to a rather smaller fraction at any given time.
@ACuriousMind Suppose $n$ is a natural number, and $k$ is the unique nat number s.t. $2^k\le n<2^{k+1}$. How can I show that $n/2^k$ can get arbitrarily close to $2$ for large $n$