Bib­li­og­ra­phy

1

M. Abramowitz and I. A. Ste­gun.
Hand­book of Math­e­mat­i­cal Func­tions.
Dover, third edi­tion, 1965.

cited: A.6.2 | A.6.2 | A.27 | A.29 | D.36.2.1 | D.77

2

A. Aha­roni.
In­tro­duc­tion to the The­ory of Fer­ro­mag­net­ism.
Ox­ford Uni­ver­sity Press, sec­ond edi­tion, 2000.

cited: N.22 | N.22

3

G. Audi, O. Bersil­lon, J. Bla­chot, and A. H. Wap­stra.
The NUBASE eval­u­a­tion of nu­clear and de­cay prop­er­ties.
Nu­clear Physics A, 729: 3-128, 2003.

cited: Ac­knowl­edg­ments | 14.12.6

4

R. Baier­lein.
Ther­mal Physics.
Cam­bridge Uni­ver­sity Press, Cam­bridge, UK, 1999.

cited: Ac­knowl­edg­ments | 11.1 | 11.2 | 11.14 | D.61 | N.23 | N.25

5

C.A. Bertu­lani.
Nu­clear Physics in a Nut­shell.
Prince­ton Uni­ver­sity Press, 2007.

cited: 14.9 | 14.9 | 14.20.3 | A.25.8 | A.25.9 | A.42.2 | A.42.4 | A.45.4 | D.67 | N.14

6

H.A. Bethe.
In­ter­me­di­ate Quan­tum Me­chan­ics.
W.A. Ben­jamin, 1964.

cited: A.22.8 | A.22.8 | A.22.8 | A.22.8

7

J.M. Blatt and V.F. Weis­skopf.
The­o­ret­i­cal Nu­clear Physics.
Wi­ley, 1952.

cited: 14.20.6 | 14.20.6

8

J.M. Blatt and V.F. Weis­skopf.
The­o­ret­i­cal Nu­clear Physics.
Springer-Ver­lag, 1979.

cited: 14.20.6 | 14.20.6

9

S.H. Chue.
Ther­mo­dy­nam­ics : a rig­or­ous pos­tu­la­tory ap­proach.
Wi­ley, 1977.

cited: A.11.2

10

E.U. Con­don and H. Odishaw, ed­i­tors.
Hand­book of Physics.
Mc­Graw-Hill, 1958.

cited: A.25.8 | A.25.9 | A.25.9

11

E.U. Con­don and H. Odishaw, ed­i­tors.
Hand­book of Physics.
Mc­Graw-Hill, 2nd edi­tion, 1967.

cited: A.25.1 | A.25.8 | A.25.8 | A.25.8 | A.25.9 | N.14

12

E.A. Desloge.
Ther­mal Physics.
Holt, Rine­hart and Win­ston, New York, 1968.

cited: Ac­knowl­edg­ments

13

A.R. Ed­monds.
An­gu­lar Mo­men­tum in Quan­tum Me­chan­ics.
Prince­ton, 1957.

cited: N.13

14

J.P. El­liott.
Nu­clear sym­me­tries.
In D.H. Wilkin­son, ed­i­tor, Isospin in Nu­clear Physics, pages 73-113. Wi­ley/North Hol­land, 1969.

cited: 14.18.4

15

A.M. El­lis.
Spec­tro­scopic se­lec­tion rules: The role of pho­ton states.
J. Chem. Educ., 76: 1291-1294, 1999.

cited: Ac­knowl­edg­ments

16

L.R.B. El­ton.
In­tro­duc­tory Nu­clear The­ory.
W.B. Saun­ders, 2nd edi­tion, 1966.

cited: A.42.3 | A.44 | D.43 | D.43 | D.43 | D.43.1

17

Hugh Everett, III.
The the­ory of the uni­ver­sal wave func­tion.
In Bryce S. De­Witt and Neill Gra­ham, ed­i­tors, The Many-Worlds In­ter­pre­ta­tion of Quan­tum Me­chan­ics, pages 3-140. Prince­ton Uni­ver­sity Press, 1973.

cited: Ac­knowl­edg­ments

18

R. P. Feyn­man.
Sta­tis­ti­cal Me­chan­ics.
West­view (Perseus), 1998.

cited: Ac­knowl­edg­ments | Ac­knowl­edg­ments | 6.6.1 | 11.5 | 11.10 | A.8 | A.9 | A.15 | N.21 | N.23 | N.23 | N.23

19

R. P. Feyn­man.
QED, the Strange The­ory of Light and Mat­ter.
Prince­ton, ex­panded edi­tion, 2006.

cited: 13.4 | 13.4 | 14.1 | A.15 | A.31 | A.39.1 | A.39.4

20

R.P. Feyn­man.
The Char­ac­ter of Phys­i­cal Law.
BBC/Pen­guin, 1965.

cited: Ac­knowl­edg­ments

21

R.P. Feyn­man, R.B. Leighton, and M. Sands.
The Feyn­man Lec­tures on Physics, vol­ume I.
Ad­di­son-Wes­ley, 1965a.

22

R.P. Feyn­man, R.B. Leighton, and M. Sands.
The Feyn­man Lec­tures on Physics, vol­ume III.
Ad­di­son-Wes­ley, 1965b.

23

N.B. Gove and M.J. Mar­tin.
Log f ta­bles.
Nucl. Data Ta­bles A, 10: 206, 1971.

cited: A.45 | A.45.6

24

David Grif­fiths.
In­tro­duc­tion to El­e­men­tary Par­ti­cles.
Wi­ley-VCH, sec­ond edi­tion, 2008.

cited: A.15 | A.19.5 | A.19.5 | A.21.1 | A.21.2 | A.21.6 | N.2

25

David J. Grif­fiths.
In­tro­duc­tion to Quan­tum Me­chan­ics.
Pear­son Pren­tice-Hall, sec­ond edi­tion, 2005.

cited: Ac­knowl­edg­ments | Ac­knowl­edg­ments | Ac­knowl­edg­ments | Ac­knowl­edg­ments | 4.2.2 | 8.2 | 12.2 | 13.4 | A.38.5 | D.15 | D.21 | D.64 | N.7 | N.23

26

B.R. Hol­stein.
The Van der Waals in­ter­ac­tion.
Am. J. Phys., 69: 441-449, 2001.

cited: 10.1

27

K Huang.
Fun­da­men­tal Forces of Na­ture.
World Sci­en­tific, 2007.

cited: 7.5.2 | 8.4

28

A. C. Hur­ley.
In­tro­duc­tion to the elec­tron the­ory of small mol­e­cules.
Aca­d­e­mic Press, 1976.

cited: D.54

29

C. Kit­tel.
In­tro­duc­tion to Solid State Physics.
Wi­ley, 7th edi­tion, 1996.

cited: Ac­knowl­edg­ments | Ac­knowl­edg­ments | 6.22.5 | 10.3.10 | A.11.1 | A.15

30

W. Koch and M. C. Holthausen.
A chemist's guide to den­sity func­tional the­ory.
Wi­ley-VCH, Wein­heim, sec­ond edi­tion, 2000.

cited: N.18 | N.18 | N.18

31

K.S. Krane.
In­tro­duc­tory Nu­clear Physics.
Wi­ley, 1988.

cited: Ac­knowl­edg­ments | 7.4.1 | 14.1 | 14.2.3 | 14.9 | 14.10.1 | 14.11.2 | 14.11.2 | 14.12.2 | 14.12.2 | 14.12.4 | 14.12.5 | 14.13.2 | 14.13.4.1 | 14.13.4.1 | 14.13.4.2 | 14.17.2.3 | 14.19.5 | 14.19.6.1 | 14.19.7 | 14.19.8 | 14.20.2 | 14.20.2 | 14.20.3 | A.25.8 | A.25.9 | A.41.1 | A.42.4 | A.45.4 | D.67 | D.78

32

R. Mach­leidt.
The nu­clear force in the third mil­len­nium.
Nucl. Phys. A, 689: 11-22, 2001.
arXiv:nucl-th/0009055v2.

cited: 14.9 | 14.9 | A.42.4

33

A.A. Moszkowski.
The­ory of mul­ti­pole ra­di­a­tion.
In K. Sieg­bahn, ed­i­tor, Al­pha-, Beta-, and Gamma-Ray Spec­troscopy, vol­ume 2, pages 863-886. North Hol­land, 1965.

cited: A.25.1 | A.25.3 | A.25.7 | A.25.8 | A.25.8 | A.25.8 | A.25.9 | D.43.2 | N.14 | N.14

34

R. G. Parr and W. Yang.
Den­sity Func­tional The­ory of Atoms and Mol­e­cules.
Ox­ford, New York, 1989.

cited: Ac­knowl­edg­ments | N.18

35

M.E. Pe­skin and D.V. Schroeder.
An In­tro­duc­tion to Quan­tum Field The­ory.
West­view, 1995.

cited: A.15.9 | A.22.3 | A.22.6 | Web

36

M.A. Pre­ston and R.K. Bhaduri.
Struc­ture of the Nu­cleus.
Ad­di­son-Wes­ley, 1975.

cited: Ac­knowl­edg­ments | 14.9 | 14.12.2 | 14.12.2 | 14.12.2 | 14.12.2 | 14.12.6 | 14.12.6 | 14.13.1 | 14.13.2 | 14.13.4.6 | 14.14.2 | 14.15.2 | 14.15.3 | 14.15.3 | 14.15.3 | 14.17.2.4 | 14.18.2 | A.25.8 | A.25.9 | A.42.2 | A.42.4 | A.42.4 | A.42.4 | A.42.4 | A.42.4 | D.67

37

P. Roy Chowd­hury and D.N. Basu.
Nu­clear mat­ter prop­er­ties with the re-eval­u­ated co­ef­fi­cients of liq­uid drop model.
Acta Phys­ica Polonica B, 37: 1833-1846, 2006.

cited: 14.6 | 14.10.2

38

A. Schirrma­cher.
Ex­per­i­ment­ing the­ory: The proofs of Kirch­hoff's ra­di­a­tion law be­fore and af­ter Planck.
His­tor­i­cal Stud­ies in the Phys­i­cal and Bi­o­log­i­cal Sci­ences, 33: 299-335, 2003.
Freely avail­able on­line at http://cal­iber.uc­press.net/toc/hsps/33/2.

cited: D.28

39

A. J. M. Schmets and W. Mont­frooij.
Teach­ing su­per­flu­id­ity at the in­tro­duc­tory level, 2008.
URL http://arxiv.org/abs/0804.3086.

cited: 6.6.1 | N.21

40

A. Sitenko and V. Tar­takovskii.
The­ory of Nu­cleus.
Kluwer, 1997.

cited: Ac­knowl­edg­ments | 14.12.2 | 14.13.1 | 14.13.4.1 | 14.13.4.3 | 14.13.4.4 | 14.13.4.6 | 14.17.2.4 | 14.17.2.4 | 14.17.3 | A.43.2

41

M.R. Spiegel and J. Liu.
Math­e­mat­i­cal Hand­book of For­mu­las and Ta­bles.
Schaum's Out­line Se­ries. Mc­Graw-Hill, sec­ond edi­tion, 1999.

cited: 3.5.5 | 3.5.5 | 3.5.5 | 4.2.2 | 4.2.3 | 6.8 | 11.14.1 | 11.14.5 | 13.2 | A.37 | A.39.2 | A.45.5 | D.7 | D.8 | D.8 | D.8 | D.8 | D.11 | D.12 | D.12 | D.12 | D.14.1 | D.14.1 | D.14.1 | D.14.1 | D.14.1 | D.15 | D.15 | D.15 | D.15 | D.15 | D.15 | D.15 | D.15 | D.34 | D.36.2.1 | D.36.2.3 | D.36.2.5 | D.36.2.5 | D.41 | D.62 | D.80 | D.80

42

R. L. Sproull.
Mod­ern Physics, a text­book for en­gi­neers.
Wi­ley, first edi­tion, 1956.

cited: Ac­knowl­edg­ments | 6.22.3 | D.29 | N.22

43

M. Sred­nicki.
Quan­tum Field The­ory.
Cam­bridge Uni­ver­sity Press, Cam­bridge, UK, 2007.

cited: Ac­knowl­edg­ments | A.15.9 | A.15.9 | A.15.9 | A.15.10 | A.22.3

44

B. Stech.
Die lebens­dauer iso­merer kerne.
Z. Natur­forschg, 7a: 401-410, 1952.

cited: A.25.3 | D.43 | D.43 | N.14

45

N.J. Stone.
The ta­ble of nu­clear mo­ments.
Atomic Data and Nu­clear Data Ta­bles, 90: 75-176, 2005.
Also avail­able on­line at bnl.gov, sci­encedi­rect.com.

cited: Ac­knowl­edg­ments | Ac­knowl­edg­ments

46

A. Sz­abo and N. S. Ostlund.
Mod­ern Quan­tum Chem­istry.
Dover, first, re­vised edi­tion, 1996.

cited: Ac­knowl­edg­ments | 9.3.1 | 9.3.1 | 9.3.5 | 9.3.5.1 | 9.3.5.1 | D.54 | N.18 | N.18

47

D. R. Tilley and J. Tilley.
Su­per­flu­id­ity and Su­per­con­duc­tiv­ity.
In­sti­tute of Physics Pub­lish­ing, Bris­tol and Philadel­phia, third edi­tion, 1990.

cited: N.21 | N.21 | N.21

48

E.K. War­bur­ton and J. We­neser.
The role of isospin in elec­tro­mag­netic tran­si­tions.
In D.H. Wilkin­son, ed­i­tor, Isospin in Nu­clear Physics, pages 173-228. Wi­ley/North Hol­land, 1969.

cited: 14.20.2 | 14.20.2

49

S. Wein­berg.
The Quan­tum The­ory of Fields, vol­ume I: Foun­da­tions.
Cam­bridge, 2010.

cited: 1.2.4 | A.19.2 | A.22.4

50

D.H. Wilkin­son.
His­tor­i­cal in­tro­duc­tion to isospin.
In D.H. Wilkin­son, ed­i­tor, Isospin in Nu­clear Physics, pages 1-13. Wi­ley/North Hol­land, 1969.

cited: 14.18.1 | 14.18.2 | 14.18.2 | 14.18.3

51

R.B. Wiringa, V.G.J. Stoks, and R. Schi­av­illa.
An ac­cu­rate nu­cleon-nu­cleon po­ten­tial with charge-in­de­pen­dence break­ing.
Phys .Rev. C, 51: 38-51, 1995.
arXiv:nucl-th/9408016v1.

cited: A.41.2 | A.41.4

52

A. Yariv.
The­ory and Ap­pli­ca­tions of Quan­tum Me­chan­ics.
Wi­ley & Sons, 1982.

cited: Ac­knowl­edg­ments | Ac­knowl­edg­ments | Ac­knowl­edg­ments | Ac­knowl­edg­ments | 4.2.2 | 7.4.1 | 7.5.3 | 13.4 | N.23

53

A. Zee.
Quan­tum Field The­ory in a Nut­shell.
Prince­ton Uni­ver­sity Press, Prince­ton, NJ, 2003.

cited: A.15 | A.22.1 | A.22.6 | A.44