| Thread Closed |
Time as self-adjoint operator? |
Share Thread |
| Apr21-03, 03:39 PM | #1 |
|
|
Time as self-adjoint operator?
It has been asked if there exists an operator representing time. I remember some negative answers, but I do not remember the arguments.
In relativistic QM this relates to the non-existence of position operators; we are working with an (t,x,1,x2,x3) vector there. Also I believe to remember some provlem with velocity operators -its eigenvectors been only +c and -c, or so- but I am unsure about if both questions are related. also, Energy-time indetermination is usedto estimate decay rates of particles. But there an operator is not invoked. |
| Apr21-03, 05:44 PM | #2 |
|
|
See http://math.ucr.edu/home/baez/uncertainty.html
There is a discussion of the time/energy UP, and a sketch of why there can be no true time operator. |
| Thread Closed |
Similar discussions for: Time as self-adjoint operator?
|
||||
| Thread | Forum | Replies | ||
| adjoint of a linear operator | Calculus & Beyond Homework | 7 | ||
| Self-adjoint operator | General Math | 3 | ||
| adjoint of an operator | Linear & Abstract Algebra | 8 | ||
| adjoint of an operator? | Calculus & Beyond Homework | 14 | ||
| Adjoint of an operator | Introductory Physics Homework | 11 | ||