Table 2 Momentum expectation values and Fisher information theory in 3D space. \(\:n=0,m=0,\:l=0,R=1.2,{\text{V}}_{0}=0.05,{\text{V}}_{1}=0.44,\mu\:=0.5,\hslash\:=1,q=0.1\).

From: Relativistic bound state solutions and quantum information theory in D dimensions under exponential-type plus Yukawa potentials

\(\:\varvec{\alpha\:}\)

\(\langle p^{2} \rangle_{000}\)

\(\langle p \rangle_{000}\)

\(\langle p^{-1} \rangle_{000}\)

\(\langle p^{-2} \rangle_{000}\)

\(\:\varvec{I}\left(\varvec{\rho\:}\right)\)

\(\:\varvec{I}\left(\varvec{\gamma\:}\right)\)

\(\:\varvec{I}\left(\varvec{\rho\:}\right)\varvec{I}\left(\varvec{\gamma\:}\right)\ge\:36\)

0.01

0.002557668

0.041048813

40.29226729

2951.243435

0.010230672

17225.98229

176.2333747

0.02

0.005511269

0.061135394

24.49862082

1006.471427

0.022045076

4496.239144

99.11993364

0.03

0.008860647

0.078472725

18.15693933

536.3398048

0.035442588

2084.154132

73.86781623

0.04

0.012603270

0.094563538

14.63353808

343.8326318

0.05041308

1221.518272

61.58049837

0.05

0.016734504

0.109921196

12.36364785

244.1424676

0.066938016

813.8550516

54.47784247

0.06

0.021247872

0.124773449

10.76962459

185.0247736

0.084991488

587.8912648

49.96575338

0.07

0.026135322

0.139234858

9.584729196

146.7095098

0.104541288

448.9316680

46.93189480

0.08

0.031387480

0.153367334

8.667544367

120.2624856

0.12554992

356.9863285

44.81960499

0.09

0.036993894

0.167205962

7.935648847

101.1275684

0.147975576

292.7456878

43.31921177

0.10

0.042943275

0.180771438

7.337560203

86.76722227

0.17177310

245.9324094

42.24457235