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-1 votes
1 answer
101 views

This is from page 127 of Sakurai QM: How did they obtain this result? I understand the factor comes from the Hamilton on the LHS, but how were they able to pull out the factor out of the bra-ket like ...
ConquestAce's user avatar
0 votes
1 answer
133 views

I got into a fight on the zsh forum over the fact that zsh uses '5.' to indicate the integer 5 but stored as a floating point number. I protested that '5.0' would be better since the trailing dot is ...
Ray Andrews's user avatar
0 votes
1 answer
163 views

I'm a new learner of quantum mechanics and I have some problems about inner product in Dirac notation. By Dirac notation, a function $f(x)$ is represented by |$f$$>$ . According to my knowledge, $&...
world hello's user avatar
1 vote
1 answer
102 views

Some context to show what I am talking about: University of Chicago page Wikipedia page for NV centers Researchgate page with a picture from an article about NV Centers Here is an image for those ...
JohnMcSwag's user avatar
4 votes
1 answer
496 views

I just have a notational question about dirac notation used in a paper I tried to read a while back. Say that $|\phi\rangle \in \mathcal{H}^A \otimes \mathcal{H}^B$ and $|i \rangle \in \mathcal{H}^A$ ...
roshoka's user avatar
  • 576
2 votes
1 answer
748 views

I'm trying to understand Sakurai's explanation leading up to the projection operator, pp. 17-18 (Section 1.3.2), but I'm slightly confused by the notation. So he first says that an arbitrary ket $|\...
Mark A's user avatar
  • 153
1 vote
0 answers
96 views

So, I'm reading about the spinor helicity formalism. In some references, I see angle brackets referring to left-handed (dotless) spinors. For example, Cheung writes (equation numbers in this post ...
Níck's user avatar
  • 25.7k
0 votes
0 answers
95 views

I am reading Schutz' book on GR and finding it difficult to get a hang of the index notation. Given a basis $\{\hat{e_i}\}$ of $V$, the dual basis $\{\tilde{e^i}\}$ is the set of dual vectors ...
Vulgar Mechanick's user avatar
1 vote
3 answers
1k views

Dirac used a single $\rangle$ to represent generic quantum states, which is a habit rarely adopted by other physicists. In the 4th Chapter of his The Principles of Quantum Mechanics, Dirac seems to ...
Ioannes's user avatar
  • 31
0 votes
0 answers
142 views

I am analyzing page 70 of Peskin & Schroeder concerning the complex conjugate, where in Eq. (3.145) they write the following: \begin{equation} \begin{split} -i\gamma^2 \int \frac{d^3p}{(2\pi)^3} \...
Camillus's user avatar
  • 769
0 votes
1 answer
171 views

Is there a standard symbol for the specific charge ($q/m$, or $\rho_{\text{electric}}/\rho_{\text{mass}}$)? Or at least a symbol that someone has ever used in a textbook or paper. The context for me ...
mma's user avatar
  • 816
1 vote
1 answer
180 views

In Chapter 1, page 40 of the Sakurai's book "Modern Quantum mechanics", we come across an Infinitesimal Translation Operator: $$\mathscr{g}(d \mathbf{x'}) \vert \mathbf{x'} \rangle = \vert \...
Prasoon's user avatar
  • 125
3 votes
1 answer
388 views

I have a few questions about chapter 2.3 What is free state vectors? What means $\langle\vec{r},t|\psi\rangle$? And about chapter 2.4 Why action of operator on bra vector we write as $\langle\phi| \...
the T's user avatar
  • 91
0 votes
0 answers
79 views

In $d=4$ we can write a theory of $N$ free weyl fermions $$ \mathcal{L} = i \bar\psi_{a}(x) \bar\sigma^{\mu} \partial_\mu\,\psi^{a}(x) $$ with $$ (\sigma^\mu)_{\alpha\dot\alpha} = (\mathbf{1},\sigma^i)...
Kvothe's user avatar
  • 901
11 votes
6 answers
589 views

When using notation like $5.7 \pm 0.2$ to indicate a measurement and error, it seems like there are many standards to what this could mean. Is there a standard taught to students? Is there a standard ...
TomKern's user avatar
  • 211

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