Baggott J. The Meaning of Quantum Theory: A Guide for Students of Chemistry and Physics
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228
SUbj!
metaphysics 77, 84
and
quantum
physics 209
Michelson-Morleyexperimenl
4
mind-body
duatism 189,
IS'O
mind-Qver~matter
188.
193
mixing coefficients 51; see
a/so
projection
ampHiudes
mixture
of
states 176
momentum
space 27
muhiphOlon excitation 14i
negative energy
35
Nicholson's atomrC theory
11
normalh.ation.
of
wavefunction 44
objectivity
in speciaJ
relativity
Hi
strong
8
f.
86
weak
8L
86
observables
complementary
47,
48,
97,
98, I J
5,
116,
119
quantum-mechanicaL
operators
for 42,
45-7
valu::s
of
45~7.
50-2,
82
off~diagonaJ
m;:Hrlx
element
52
omologic;ll
proof.
for existence
of
God
204, 207, 208
operator
algebra
30, 38, 39
entropy
177
Hamiltonian
45
hermitian
46.50
measurement 69. 10
non-commuting
30,40,42,48,91,
115.
116, 177
time~evQlmion
71,72.103,104
orthodox
intetpretation
of
quantum
theory
43,60,69,14,75,
8J,
'85,
J94,
196, 2 t
1;
ss:t!
also
Copenhagen
Ioterpretat}on
orthogonality
47,
54
orthonormallty
47
oscillators. radialion 5,
212~15
entropy
7.8,213-15
Paschen series. hydrogen
atom
13
Pauh
principle
18.55-9,
139
exelusion principle 55. 56, 59, 180
paralJel unIverses 200.
201
phase
26
convention
67
difference
152
function 162
photoelectric
eff«:l
H)~
II,
27
photon
box,
thought
experiment 94-7
Pickering
series,
helium
ton
13
pilo!
waves.
160-2, 165, 170
pineal gland 190
Planck
length
183
mass
184
Planck's.
constant
7, n
relationship
to
classical physics 36, 40
PLanck's radiation formula 6,
57
derivation
7,8,57,
2l2-15
plane polarized light 3. 60
pJane wave 3, 60
pianetary
model
of
atom
i 1
Pockeh
cdl
153. 154
polatiz.ation
circular 63-5
linear 60-3
photons 38,
60-7
representation.
for
photon
65
rOt,alOr 153
states
62-7
position-momentum
commut~i;on
relation
39-41,44,45,59,
98
uncertainlY
reJa(ion 32,
93,
9-8
position spa.:e 27
positivism 75-81. 151. 160,
209-i
I; see (liso
logical positivism
positron
35. 139
PO:itu!;;UCJ
additivity. for eigenvalues 1 {4-16
quanIum
theory
38.42-8,
60, 72, 82,
106,
158, 167
special relativity
16.43.90,
99, 138, 148.
150,164,
J7J
probabilistic im.erpre.!;lrion
(DC
wavefunction)
27-9.31.32.82
probability
amplitude
44,48.
90, 162,
176
calculus:
46,
110
density 44, 56,
!is,
90
join< 122, 127, 129, 130,134, 146,
147
nature
of
109, 110
propensity In1erpretation
of
168-71
qua-mum 109,
no,
168
statislical 90. W7-9, 111.
168
projeclion
amplitude
51-4.62,65-7,122,158,191.
1%
probability 62, 64, 65, 110, ! 11, 196
propensity
waves
170
PloJemaic
system.
of
planetary motion 76,
17
pure stale
175. J76
quanta 9, 10.
14,57.215
quan!1za!ion
of
angular
momentum
J4
of
energy
8:,9.23.24
quantum
cosmology
184
electrodynamics
36
(ield
,hcory
36, 166, IB2,
18l
gravity
182-5
jump
13, 14, IB,
2.8,
30, 36, n.
197
memory
[90,
19t.
2(n
potenlial 162-7
statisrical mechanics 175. J 76
tunnelling (in
SQUIDs)
tSl
wormholes
183
quarks
87
quasar
{quasl"sfellar objecf)
155
radiation
cavity
4,212
density 5
Ray~eigh-Je3ns
law
6,212
realism
78-80,
167, 210,
2!
I
reality
empirical
79-8[,83,85,106.2)0
ErR
definition
98, 100,
J{)2,
I
J9
independent
79-,84,87,
10{),
107, 148,
210
local
101,106,
t01,
125-ll,
Ill,
137,
'38,
"5,
'41,
148, 150, 151,
lJ7,
162,
171,210
map
of
123-5
me!aph),s;cal 79. M
reductionism 192
relallve stales In!e'pre!3Iion J95.
196
relativistic
Quamum
theory 35. 49, 59, 63
rct'iormaiizatlon theory 182
reversible
change
112-5,117.178
Rutherford-Bohr
model
of
the
atom
II,
23
Rydberg
constant
11.
13
schizophrenia 199
Schrodinger's
cat
102-6,158.159.171.
178~80,
182,
186~8,
197
second
law,
of
thermodynamics g, 174,
177
selection rule 140
simplicity,
of
theory
71,81
solipsism J 88
Solvay
conference
fifth
88-94,
l61
sixth
94-1
space-like separation ! 37, J
43
space-time 16, 35,
87
curved
183~5
singularity 205
special
theory
of
retarivi!y
'5-17,21,)5,
'"
Subject
index
229
43,59,81,90,94,99,102,138,148,
150, 164, 111, 172, 180,
.82
speed.
of
light
3,
4,
16.43,
45, 63, 99, 138,
143,
153,
l62,
164
spin
angular
momentum
34,63,
118. 119,
140
conelated
JI8,
119
electron
34-6.44.
49,
55",
56, 84, 109,
118, 119
orientation
36,
56.63,
!20.
180
pair 56, 140, 180
photon
63-5,
1 i9
quantum
number
35,36,58,59,63,
140
splitting.
of
energy levels 36
spoOlaneOI.lS
emissiotl
14,
15
change,
and
second
law
174,175
localization,
of
wavefuncllon
i'n
GRW
theory
179
transition
J8
SQUID
(superconduc{ing
quantum
interference device) 182,
183
superposition
of
states
182
slandard
model 16,
183
sianding
waves 5. 23, 25
stale
vector 48, 53-5
stationary
states 25
statistical
interpretation
of
quanrum
1heory
88,
W?,
169
mechanics 7.
8,
l{}7,
109. 174,
175
probahility 90,
101-9.
11
I,
168
stimuhHed emission
t4
s!ream
of
(:ollsciousm:s$
191
sllpe:rconducling
flux
quantum
182
dog
181;
see
£11$0
SQUID
Slate
180,
lSI
temperature lSI
subjectivity 86
sufficient rcason, principle
of
204-6
superluminal
communications J
3B,
146.
148-50, 162,
171
superposition principle 50
super
quantum
potential 167
suspended animation
188
symmetric state veclOr 59
Lime
asymmetry
174-t,
184, 186
evolution
operator
71,72.103,104.176
reversal 173. 174
thought experiments
90-4;
see
also
EPR
and
phOTOn
hox
lransverse wave
J.
60
230
Subject:
index
ullr<lvlole!
catastrophe
4, 6, 10
uncertainly principle
30-3,
36.
42.
:;5,43,
59,
8Z,
86,
88,
92, 96, 97,
IS3
-uncerlain1Y
rckiIion
en:;rgy~lime
32, 94·-6, 169
position-momentum
32, 93, 9S, 169
lmexlended
subslance
(mind)
190
unified field
theory
103
unfoldment
(of
order.
w3vefunclion)
166,
167
vector
dasslcal
50,
53-5
representation
54
stafe 48, 53,,5
lJnil 53-S
verifiabili\y,
of
Slatemen! 76
Vienna circle
17,
78, 81,
84,
16B,
209
vtrlual fields {in BKS (heory)
18
virma!
panicles
183
V(ln
Neumann,
Iheory
of
mea~urcmcm
185,
186
WilV"
e-Quation. classical
21-3
wave
equation.
Sdnodinger
norHclatlV!stic
21-3.
4j,
42
relativistic
21
rime·dependenf
32,35,
n.
176,
179
llme·independem
21-3,41,42.
n
wavefunc!ioo
22, 40, 43
acceptable
24
of
the
brain
191
complex
26
hydrogen atom
24
of
the universe
167
wave
interpretation
(of
Schr6dinger
equalion)
24-8,
36, 82.
!60
wave mechanics
18-31.
)'4,39,43.82,
160,
195
hydrogen
atom
23,
24.
34
wave
packet
25-
7.
31
wavc
w
partic1e
duality
15-19,
25, 82, 86,
150,160
wave
theory
of
light
2,
73
weak
link,
in
superconducling
ring
182
Wien's
formula
5
Wigller's friend
un,
198
WOrk
fl1Jlc{ion
II
X·ray
diffraction
19
t