This is the given circuit:
I think to add another Cnot on the right with a1 as control and a0 as target, to set initial states of a0 an a1 both |0⟩, and to measure the a0. If a0=|0⟩ then b0=b1, and vice versa.
Is it correct?
Hi
I never learn CMD all these years. I am getting a little more into computer, PowerShell is completely new to me. I just want to get opinions from you experts whether I should learn PowerShell or just learn CMD.
I read articles that CMD literally a subset of PowerShell.
I am not that into...
Hello all:
As reviewing physics in my spare time , a scientific lecture series caught my eyes , by Dr. Steve brunton on his YouTube channel but had few questions
Is the lecture series in correct order ?
Second question what is the name of the book that he is using ?
Best Regards
H
A perovskite, normally used for solar energy collection, may find an application in quantum computing.
The article is article is published in Nature (with a paywall),
It is also covered in SciTech Daily.
This is not the first material that has been able to generate photons so precisely...
Butler attended Boise State University for a year. In 1991, Butler was convicted of assault during his freshman year of college. His appeal was unsuccessful or procedural grounds, as a judge ruled that Butler's defense attorney did not raise the issue in an earlier appeal. The Idaho State...
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The first step seems easy: computation of the $\theta$ and $\overline{\theta}$ integrals give
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Hello :),
I am wondering of the right and direct method to calculate the following tangent spaces at ##1##: ##T_ISL_n(R)##, ##T_IU(n)## and ##T_ISU(n)##.
Definitions I know:
Given a smooth curve ##γ : (− ,) → R^n## with ##γ(0) = x##, a tangent vector ##˙γ(0)## is a vector with components...
Homework Statement:: PTRAC File - MCNP - Multi-core computing
Relevant Equations:: No equations
My name is Luiz. I am a postdoc at the institute of energy and nuclear research in São Paulo-Brazil.
Our group models a cold neutron source (CNS) for the Brazilian multipurpose reactor project...
##curl([x^2z, 3x , -y^3],[x,y,z]) =[-3y^2 ,x^2,3]##
The unit normal vector to the surface ##z(x,y)=x^2+y^2## is ##n= \frac{-2xi -2yj +k}{\sqrt{1+4x^2 +4y^2}}##
##[-3y^2,x^2,3]\cdot n= \frac{-6x^2y +6xy^2}{\sqrt{1+4x^2 + 4y^2}}##
Since ##\Sigma## can be parametrized as ##r(x,y) = xi + yj +(x^2...
Hello to everyone,
I would like to ask you to brief questions.
The first one is whether you could recommend any pedagogical books on Quantum Information and Computation. I tried Nielsen and Chuang but I found it too dense for a beginner in the field.
The second question is the following: to...
I've been looking this up and don't seem to have a great understanding.
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If not, how do they differ? Thanks.
Hi there! I am a student in my first semester of undergrad studies for computer science. The first assignment in my CSC class is to write a paper on the future of computer science, which can be broad or niche. My end goal is to get a job in mobile computing forensics analysis, so this is what I...
Dear PFer's,
I am reproducing the steps to derive the expression for the Thomas precession, as described in Goldstein/Poole/Safko "Classical Mechanics". Hereafter an excerpt from the book describing the step I am currently working on.
Based on the text, the transformation S_3 -> S_1 should be...
Dear PFer's,
I am reproducing the steps to derive the expression for the Thomas precession, as described in Goldstein/Poole/Safko "Classical Mechanics". Hereafter an excerpt from the book describing the step I am currently working on.
I have been able to compute the matrix L'' (eqn. 7.18)...
Hi,
I have been studying the Fisher matrix to apply in a project. I understand how to compute a fisher matrix when you have a simple model for example which is linear in the model parameters (in that case the derivatives of the model with respect to the parameters are independent of the...
(Please excuse me if this is the wrong section to ask this question) With reference to 'The Code Book' by Simon Singh, will it be possible for a computer to crack the as yet still undeciphered first and third (alleged) ciphers of the famous Beale Ciphers? If so, how might this be achieved? Many...
Hello.
I need to code a project (solution of a typical problem or approaches to new one) of quantum computation and I want to study any solved project in order to understand the algorithms and how to run the script in a real quantum computer or simulator.
Where can I found some repositories of...
I want to do a masters related to quantum computing from a physics background and my criteria for the place is:
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industrial ties.
2. A strong theoretical physics department with research in fundamental physics
3. A good chance of...
I'm not sure if this is the right sub-forum for this question but I've been reading online about solving differential equations with analog circuits for a while now and I wanted to get started by making my own circuits. So far I've found some DIY articles and cursory guides but I'd rather get...
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I want to learn about Quantum Computing (QC). I am familiar with Quantum Mechanics. So far I have found two types of literature: (1.) Introductions to QC for the layman, and (2) Literature for people who are already knowledgeable about the field. Can someone recommend a mid-level source along...
In Keisler Elementary Calculus page 39, example 4 it shows how to compute the standard parts of the following expression:
Example 4: If ##\epsilon## is infinitesimal but non zero, find the standard part of
##b=\frac {\epsilon} {5-\sqrt{25+ε}}##
Before calculating the standard parts the...
I don't know where to start. I understand that the constraint ##ad-bc=1## gives us one less parameter since ##d=1+bc/a##. So we can rewrite our original function. I know how to compute the generators of matrix groups but in this case the generators will be functions. I also know there should be...
When we compute the stress energy momentum tensor ## T_{\mu\nu} ##, it has units of energy density. If, therefore, we know the total energy ##E## of the system described by ## T_{\mu\nu} ##, can we compute the volume of the system from ## V = E/T_{00}##?
If it holds, I would assume this would...
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I have some questions to this Ansatz and I would really appreciate it if I can get some insight:
1. What is the current status of gate fidelity and what are the current struggles to improve it?
2. Same question but with coherence times.
3. What are the current issues with scalability?
4. Could...
Is advanced quantum computing the key to achieving the world's first true artificial general intelligence? The astronomical amount of computing power required for an AGI is currently not possible with classical computing.
hi, i am working on Evolutionary computing, i have solved non-linear singular differential equation through genetic algorithm, but now i am interested to solve it through other techniques of EC as well, like genetic programming , evolutionary strategies, evolutioanry programming etc
regards wasi
Please note: I am really a beginner in this field. If I write nonsense just let me know, I just gather information.
As far as I understood Quantum Computing is super fast but (this is basically my question) not suited to all kinds of engineering questions. As far as I know it should work best...
This is for the lab report I have to submit. ##n## is the refractive index. ##L## is the length of a gas chamber and ##m## is the number of fringes passed as the pressure in the gas chamber changes by ##\Delta p##. We are already given the error in ##L##. I performed the experiment and obtained...
How did the author compute the highlighted term 2 from the highlighted term 1 in the following answer to the given question?
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Hi, I'm going through Nielsen and Chuang's Quantum Computation and Quantum Information textbook and I don't really understand this part about quantum parallelism:
Shouldn't the resulting state be (1/sqrt(2^4)) * (|0, f(0)> + |0, f(1)> + |1, f(1)> + |1, f(0)>), since the resulting state would...
Computing timelike geodesics in the Schwarzschild geometry is pretty straightforward using conserved quantities. You can treat the problem as a variational problem with an effective Lagrangian of
##\mathcal{L} = \frac{1}{2} (Q \frac{dt}{d\tau}^2 - \frac{1}{Q} \frac{dr}{d\tau}^2 - r^2...
I'm reading "Differentiable manifolds: A Theoretical Physics Approach" by Castillo and on page 170 of the book a calculation of the Ricci tensor coefficients for a metric is illustrated. In the book the starting point for this method is the equation given by:
$$d\theta^i = \Gamma^i_{[jk]}...
I'm trying to do the following question from David Tong's problem sheets on string theory:
> A theory of a free scalar field has OPE $$\partial X(z)\partial X(w) = \frac{\alpha'}{2}\frac{1}{(z-w)^2}+...$$. Consider the putative candidate for the stress energy tensor $$T(z) = \frac{1}{\alpha '}...
I have the following lagrangian density:
$$L = \bar{\psi}i \gamma^\mu \partial_\mu \psi
- g\bar{\psi}(\sigma + i\gamma^5\pi)\psi +
\frac{1}{2}(\partial_\mu \sigma)^2+
\frac{1}{2}(\partial_\mu \pi)^2
-V(\sigma^2 + \pi^2)$$
where $\pi$ and $\sigma$ are scalar fields.
I have show that this...
My attempt:
\begin{align}
\lim\limits_{n \to \infty} \sqrt{n^2 + n} - n &= n\sqrt{1+\frac{1}{n}} -n\\
&=n - n\\
&= 0\\
\end{align}
I think the issue is at (1)-(2)
For comparison, here is Rudin's solution