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Sep 11 at 6:50 vote accept CuriousMind
Sep 10 at 8:53 answer added MMA13 timeline score: 2
Sep 9 at 16:24 answer added yarchik timeline score: 6
Sep 8 at 20:24 history reopened yarchik
Karsten7
Artes
ciao
Michael E2 list-manipulation
Sep 5 at 8:31 comment added yarchik I will provide an implementation of the kernel polynomial method for the density of states if the question is reopened.
Sep 5 at 8:28 comment added yarchik I am voting to reopen this question because unlike the linked post, it is not demanded here to get the density of states using a numerical integration and differentiation. Moreover, there are powerful mathematical methods to address exactly this kind of problems, see for instance, Rev. Mod. Phys. 78, 275 (2006), doi: 10.1103/RevModPhys.78.275.
Sep 5 at 8:25 review Reopen votes
Sep 8 at 20:24
Apr 29 at 14:56 history closed Domen
user64494
creidhne
bbgodfrey
MarcoB plotting
Duplicate of Density of states from numerical integration and then differentiation
Apr 28 at 9:04 answer added ubpdqn timeline score: 5
Apr 27 at 18:04 history edited user64494 CC BY-SA 4.0
edited title
Apr 27 at 17:24 history became hot network question
Apr 27 at 15:26 review Close votes
Apr 29 at 14:56
Apr 27 at 15:04 comment added azerbajdzan In the paper they say " In the continuum limit (large number of sites), the sum over discrete momenta is replaced by an integral". So if you know how to do it maybe you can get a better approximation than I got using sum.
Apr 27 at 14:52 answer added azerbajdzan timeline score: 5
Apr 27 at 13:54 comment added CuriousMind @azerbajdzan I set t to 1, its the hopping parameter of the particle between two any adjacent sites.
Apr 27 at 13:52 comment added azerbajdzan What is t? How can you plot anything when you miss the definition of t?
Apr 27 at 13:31 history edited user64494 CC BY-SA 4.0
edited title
Apr 27 at 13:15 comment added CuriousMind @user64494 Oh okay, could you please suggest any other way I can implement this? Thanks
Apr 27 at 12:59 comment added user64494 DiracDelta is the implementation of the $\delta$-distribution in Mathematica, not a usual function. Its plots make no sense.
Apr 27 at 9:24 history asked CuriousMind CC BY-SA 4.0