Hi,
In any form of computation, there is a physical construct behind it. The fundamental difference between quantum computing and classical computing is due to the different structure used. For example, in classical computing, a bit can be represented by a transistor. Physical quantities(like...
I am not sure what you exactly mean by ##u,v,du,dv##. To put it more clearly,
$$\int e^{x^2} \, dx=(e^{x^2})\int 1\ dx-\int x\frac{d(e^{x^2})}{dx} dx$$
You may use integration by parts on the first term.
$$\int e^{x^2} \, dx=xe^{x^2}-\int x(2xe^{x^2}), dx$$
The equation above is sufficient for your problem.
Hope it helps.
Hi Truecrimson,
I did not fully understand what you mean by decoherence. I googled a bit, but could not understand clearly. Can you elaborate on this point or provide me a source to understand your point?
Thank you
Hi Andrew,
I actually meant eigenvectors and not eigenvalues. My apologies.
Hmmm. I understand your point. Not fully though. Can you please elaborate "the most popular interpretation"?
What I intended to ask was, what does measurement mean physically?
In other words, a measurement must ONLY...
Hi,
I just completed my second year of my physics undergraduate degree. And recently did a course on Quantum Mechanics. I have a few questions regarding the basic theory and postulates, probably, because due to lack of full clarity.
So,
Consider a wave function ψ(x,o), which is well behaved and...
Hi,
I am an undergraduate student from India. Pursuing double major in Physics and Mechanical Engineering.
I have completed 4 semesters(2 years) of my college. I had taken a class titled "Quantum information and computing" and it interested me a lot. I really love math and computations...