The first paper is a bit of a tongue in cheek look at a slightly controversial interpretation of QM called Many Worlds. You can do a bit of a search about it if you want, but the bottom line is MW is a very beautiful interpretation of QM but with consequences many find outlandish - hence the slightly whimsical tone of the paper. At the lay level I wouldn't worry too much about it. If you really are taken by it it will first be necessary to learn a bit about QM.
The video is simply one of those popularization's of QM that seem to abound these days. I watched it when it was shown here and like all such things it bought a smile to my face. Particles are not in two places at once and the other stuff such programs promulgate to get across the weirdness of QM.
Here is what QM is ACTUALLY about:
http://www.scottaaronson.com/democritus/lec9.html
Basically QM is simply an extension to standard probability theory. Particles are not in two places at once etc etc. When particles are in what is called a superposition of position (this is the situation they call being in two places at once) what it means is when you observe it all you can predict is the probability it will be in a certain position. What its position is when its not being observed the theory is silent about. But some want to read more into it than the theory says and say its in two places at once etc etc. It isn't - simple as that.
Once you understand its simply an extension of standard probability theory a lot of populist hand-wavy rubbish such as consciousness causes collapse, particles being in two places at once, and other 'misconceptions' disappear.
Now I do not want to suggest no issues remain. That would be incorrect - but populist accounts rarely mention the REAL issue with QM.
The real issue is that its a generalized probability model about 'marks' (outcomes of observations etc etc) left here in an assumed common sense classical world. But that world is in fact quantum - so exactly how does a theory that at its very foundations assumes such a world explain it:
http://scitation.aip.org/content/aip/magazine/physicstoday/article/58/11/10.1063/1.2155755
'The other mistake that is widely attributed to Einstein is that he was on the wrong side in his famous debate with Niels Bohr over quantum mechanics, starting at the Solvay Congress of 1927 and continuing into the 1930s. In brief, Bohr had presided over the formulation of a “Copenhagen interpretation” of quantum mechanics, in which it is only possible to calculate the probabilities of the various possible outcomes of experiments. Einstein rejected the notion that the laws of physics could deal with probabilities, famously decreeing that God does not play dice with the cosmos. But history gave its verdict against Einstein—quantum mechanics went on from success to success, leaving Einstein on the sidelines.
All this familiar story is true, but it leaves out an irony. Bohr’s version of quantum mechanics was deeply flawed, but not for the reason Einstein thought. The Copenhagen interpretation describes what happens when an observer makes a measurement, but the observer and the act of measurement are themselves treated classically. This is surely wrong: Physicists and their apparatus must be governed by the same quantum mechanical rules that govern everything else in the universe. But these rules are expressed in terms of a wavefunction (or, more precisely, a state vector) that evolves in a perfectly deterministic way. So where do the probabilistic rules of the Copenhagen interpretation come from?
Considerable progress has been made in recent years toward the resolution of the problem, which I cannot go into here. It is enough to say that neither Bohr nor Einstein had focused on the real problem with quantum mechanics. The Copenhagen rules clearly work, so they have to be accepted. But this leaves the task of explaining them by applying the deterministic equation for the evolution of the wavefunction, the Schrödinger equation, to observers and their apparatus. The difficulty is not that quantum mechanics is probabilistic—that is something we apparently just have to live with. The real difficulty is that it is also deterministic, or more precisely, that it combines a probabilistic interpretation with deterministic dynamics.'
As Weinberg points out a lot of progress has been made in resolving that, but a few issues remain. If you are interested in pursuing that further, at your level a good book is Omnes - Understanding Quantum Mechanics:
https://www.amazon.com/dp/0691004358/?tag=pfamazon01-20
Thanks
Bill