id	sid	eid	entity	type
ap-3105	1	1	acta polytechnica doi:10.14311/ap.2016.56.0224 acta polytechnica 56(3):224–235	PERSON
ap-3105	1	2	2016	DATE
ap-3105	1	3	czech technical university	ORG
ap-3105	1	4	prague	GPE
ap-3105	1	5	2016	CARDINAL
ap-3105	1	6	http://ojs.cvut.cz/ojs/index.php/ap	PRODUCT
ap-3105	1	7	two	CARDINAL
ap-3105	1	8	petra košťáková	PERSON
ap-3105	1	9	pavel šťovíček∗ department	ORG
ap-3105	1	10	czech technical university	ORG
ap-3105	1	11	prague	GPE
ap-3105	1	12	13	CARDINAL
ap-3105	1	13	120 00 praha	QUANTITY
ap-3105	1	14	czech	NORP
ap-3105	1	15	∗	CARDINAL
ap-3105	1	16	stovipav@kmlinux.fjfi.cvut.cz	PERSON
ap-3105	2	1	invariant quantum hamiltonian	ORG
ap-3105	2	2	m̃	PRODUCT
ap-3105	3	1	two	CARDINAL
ap-3105	5	1	aharonov-bohm	PERSON
ap-3105	5	2	bloch decomposition	ORG
ap-3105	6	1	1	CARDINAL
ap-3105	6	2	m̃	PRODUCT
ap-3105	6	3	hamilton	PERSON
ap-3105	6	4	l2(m̃	GPE
ap-3105	8	1	x0	ORG
ap-3105	8	2	kt(x	ORG
ap-3105	8	3	x0	ORG
ap-3105	8	4	18	CARDINAL
ap-3105	8	5	19	CARDINAL
ap-3105	9	1	4	CARDINAL
ap-3105	10	1	one	CARDINAL
ap-3105	10	2	3	CARDINAL
ap-3105	10	3	6	DATE
ap-3105	10	4	23	CARDINAL
ap-3105	13	1	11	CARDINAL
ap-3105	13	2	12	CARDINAL
ap-3105	15	1	two	CARDINAL
ap-3105	16	1	m̃	PRODUCT
ap-3105	16	2	two	CARDINAL
ap-3105	17	1	one	CARDINAL
ap-3105	17	2	21	CARDINAL
ap-3105	19	1	1	CARDINAL
ap-3105	19	2	2	DATE
ap-3105	19	3	9	DATE
ap-3105	19	4	25	CARDINAL
ap-3105	20	1	one	CARDINAL
ap-3105	20	2	14	CARDINAL
ap-3105	20	3	16	CARDINAL
ap-3105	21	1	15	CARDINAL
ap-3105	21	2	17	DATE
ap-3105	21	3	22	CARDINAL
ap-3105	22	1	sunada	ORG
ap-3105	22	2	5	CARDINAL
ap-3105	23	1	21	CARDINAL
ap-3105	28	1	section 2	LAW
ap-3105	28	2	11	CARDINAL
ap-3105	28	3	12	CARDINAL
ap-3105	29	1	section 3	LAW
ap-3105	30	1	3.1	CARDINAL
ap-3105	30	2	21	CARDINAL
ap-3105	31	1	3.2	CARDINAL
ap-3105	32	1	3.3	CARDINAL
ap-3105	32	2	9	CARDINAL
ap-3105	32	3	10	CARDINAL
ap-3105	33	1	17	CARDINAL
ap-3105	34	1	section 4	LAW
ap-3105	34	2	224	CARDINAL
ap-3105	35	1	56	CARDINAL
ap-3105	36	1	3/2016	CARDINAL
ap-3105	36	2	two	CARDINAL
ap-3105	36	3	21	CARDINAL
ap-3105	36	4	5	CARDINAL
ap-3105	37	1	2	CARDINAL
ap-3105	37	2	2.1	CARDINAL
ap-3105	39	1	m̃	PRODUCT
ap-3105	40	1	m̃	PRODUCT
ap-3105	40	2	k ⊂ m̃	ORG
ap-3105	41	1	k ∩ s	PERSON
ap-3105	41	2	k	PERSON
ap-3105	42	1	∈	ORG
ap-3105	43	1	13	CARDINAL
ap-3105	43	2	12.10	CARDINAL
ap-3105	45	1	m̃/γ	ORG
ap-3105	46	1	m̃ →m	PERSON
ap-3105	47	1	manifolds	ORG
ap-3105	47	2	m̃	PRODUCT
ap-3105	48	1	m̃	PRODUCT
ap-3105	48	2	π1(m	NORP
ap-3105	50	1	m̃	PRODUCT
ap-3105	51	1	∈	ORG
ap-3105	51	2	∈	PRODUCT
ap-3105	51	3	ψ(s	NORP
ap-3105	51	4	m̃.	ORG
ap-3105	52	1	7→	CARDINAL
ap-3105	52	2	m̃	PRODUCT
ap-3105	53	1	〉	CARDINAL
ap-3105	54	1	m̃	PRODUCT
ap-3105	55	1	∆lb	NORP
ap-3105	55	2	m̃	PRODUCT
ap-3105	59	1	10	CARDINAL
ap-3105	62	1	m̃)⊗lλ	ORG
ap-3105	62	2	∀ϕ ∈	PERSON
ap-3105	62	3	m̃),∀v ∈	ORG
ap-3105	63	1	∑ s∈γ ϕ(s	PERSON
ap-3105	64	1	1	CARDINAL
ap-3105	64	2	φλϕ⊗v	GPE
ap-3105	65	1	φλϕ⊗v	WORK_OF_ART
ap-3105	69	1	hamiltonian	NORP
ap-3105	70	1	11	CARDINAL
ap-3105	70	2	12	CARDINAL
ap-3105	71	1	225	CARDINAL
ap-3105	71	2	petra	PRODUCT
ap-3105	71	3	2.2	CARDINAL
ap-3105	73	1	first	ORDINAL
ap-3105	73	2	one	CARDINAL
ap-3105	76	1	20	CARDINAL
ap-3105	78	1	26	CARDINAL
ap-3105	79	1	abelian	NORP
ap-3105	80	1	i.	PERSON
ap-3105	80	2	two	CARDINAL
ap-3105	80	3	two	CARDINAL
ap-3105	80	4	i.	PERSON
ap-3105	80	5	m̃	PRODUCT
ap-3105	80	6	abelian	NORP
ap-3105	80	7	12	CARDINAL
ap-3105	80	8	24	CARDINAL
ap-3105	81	1	20	CARDINAL
ap-3105	84	1	26	CARDINAL
ap-3105	86	1	hilbert-schmidt operators on	ORG
ap-3105	87	1	∫ ⊕	ORG
ap-3105	90	1	∈	ORG
ap-3105	91	1	∈	ORG
ap-3105	91	2	⊂	GPE
ap-3105	93	1	∗	CARDINAL
ap-3105	93	2	∈	ORG
ap-3105	94	1	f(s	GPE
ap-3105	96	1	dm̂(λ	GPE
ap-3105	98	1	∈	PRODUCT
ap-3105	98	2	f(s	ORDINAL
ap-3105	101	1	f(g)](λ	PERSON
ap-3105	102	1	m̃	PRODUCT
ap-3105	103	1	f ∈ l2(m̃	PRODUCT
ap-3105	103	2	∈	PRODUCT
ap-3105	106	1	∈	ORG
ap-3105	111	1	f ∈ l1(m̃	ORG
ap-3105	111	2	∑ s∈γ f(s−1	PERSON
ap-3105	111	3	y)λ(s	GPE
ap-3105	112	1	1	CARDINAL
ap-3105	112	2	φ	ORG
ap-3105	113	1	∈	ORG
ap-3105	114	1	2	CARDINAL
ap-3105	114	2	2	CARDINAL
ap-3105	115	1	⊗ 1	CARDINAL
ap-3105	115	2	bloch decomposition	ORG
ap-3105	116	1	∫ ⊕	ORG
ap-3105	117	1	3	CARDINAL
ap-3105	117	2	226	CARDINAL
ap-3105	118	1	56	CARDINAL
ap-3105	119	1	3/2016	CARDINAL
ap-3105	119	2	two	CARDINAL
ap-3105	119	3	2.3	CARDINAL
ap-3105	120	1	propagators	ORG
ap-3105	120	2	3	CARDINAL
ap-3105	120	3	u(t	PERSON
ap-3105	120	4	∈	ORG
ap-3105	121	1	schwartz	GPE
ap-3105	121	2	8	CARDINAL
ap-3105	121	3	5.2.1	CARDINAL
ap-3105	121	4	∈	ORG
ap-3105	122	1	one	CARDINAL
ap-3105	122	2	only one	CARDINAL
ap-3105	122	3	∈	ORG
ap-3105	123	1	∀ϕ1	GPE
ap-3105	123	2	∈	ORG
ap-3105	128	1	one	CARDINAL
ap-3105	128	2	only one	CARDINAL
ap-3105	129	1	∈	ORG
ap-3105	130	1	∀ϕ1	GPE
ap-3105	130	2	∈	ORG
ap-3105	130	3	m̃	PRODUCT
ap-3105	130	4	∀v1	GPE
ap-3105	130	5	v2 ∈	PERSON
ap-3105	130	6	β(ϕ1	ORG
ap-3105	131	1	⊗ ϕ2)v2	PRODUCT
ap-3105	132	1	∀s ∈	PERSON
ap-3105	132	2	= λ(s)β(y1	PERSON
ap-3105	133	1	4	CARDINAL
ap-3105	133	2	kt ∈	ORG
ap-3105	133	3	× m̃	WORK_OF_ART
ap-3105	133	4	u(t	ORG
ap-3105	135	1	4	CARDINAL
ap-3105	136	1	first	ORDINAL
ap-3105	136	2	bloch	GPE
ap-3105	136	3	3	CARDINAL
ap-3105	137	1	∈	ORG
ap-3105	140	1	18	CARDINAL
ap-3105	140	2	19	CARDINAL
ap-3105	141	1	5	CARDINAL
ap-3105	141	2	5	CARDINAL
ap-3105	141	3	11	CARDINAL
ap-3105	141	4	12	CARDINAL
ap-3105	142	1	∈	ORG
ap-3105	143	1	ft(s	ORG
ap-3105	145	1	s ∈ γ	ORG
ap-3105	145	2	gt(λ	ORG
ap-3105	145	3	∈	ORG
ap-3105	149	1	6	CARDINAL
ap-3105	149	2	6	CARDINAL
ap-3105	149	3	5	CARDINAL
ap-3105	150	1	3	CARDINAL
ap-3105	150	2	3.1	CARDINAL
ap-3105	151	1	two	CARDINAL
ap-3105	151	2	two	CARDINAL
ap-3105	152	1	m̃	PRODUCT
ap-3105	154	1	m̃	PRODUCT
ap-3105	154	2	m̃	PRODUCT
ap-3105	155	1	π(b	PERSON
ap-3105	157	1	first	ORDINAL
ap-3105	157	2	two	CARDINAL
ap-3105	157	3	m̃	PRODUCT
ap-3105	158	1	∈	ORG
ap-3105	158	2	m̃	PRODUCT
ap-3105	159	1	d(x	ORG
ap-3105	159	2	20	CARDINAL
ap-3105	159	3	y ∈ m̃	PERSON
ap-3105	160	1	d(x	ORG
ap-3105	160	2	m̃	PRODUCT
ap-3105	161	1	two	CARDINAL
ap-3105	161	2	half	CARDINAL
ap-3105	162	1	four half	CARDINAL
ap-3105	163	1	m̃	PRODUCT
ap-3105	163	2	d(x	ORG
ap-3105	163	3	four	CARDINAL
ap-3105	164	1	227	CARDINAL
ap-3105	164	2	petra	PRODUCT
ap-3105	164	3	two	CARDINAL
ap-3105	164	4	ga	ORG
ap-3105	165	1	ga	ORG
ap-3105	166	1	one	CARDINAL
ap-3105	166	2	two	CARDINAL
ap-3105	166	3	0 ≤ α	QUANTITY
ap-3105	166	4	1	CARDINAL
ap-3105	167	1	two	CARDINAL
ap-3105	167	2	27	CARDINAL
ap-3105	167	3	ga	ORG
ap-3105	167	4	1	CARDINAL
ap-3105	168	1	2	CARDINAL
ap-3105	169	1	2	CARDINAL
ap-3105	171	1	two	CARDINAL
ap-3105	172	1	first	ORDINAL
ap-3105	172	2	2	CARDINAL
ap-3105	172	3	m̃	PRODUCT
ap-3105	173	1	h̃ab	DATE
ap-3105	173	2	2	CARDINAL
ap-3105	173	3	m̃	PRODUCT
ap-3105	175	1	second	ORDINAL
ap-3105	175	2	m̃	PRODUCT
ap-3105	176	1	m̃	PRODUCT
ap-3105	177	1	the hilbert space of γ-	ORG
ap-3105	177	2	m̃	PRODUCT
ap-3105	177	3	m̃	PRODUCT
ap-3105	177	4	2.1	CARDINAL
ap-3105	178	1	hamiltonian	NORP
ap-3105	179	1	l2(m̃	GPE
ap-3105	180	1	γ-periodic	GPE
ap-3105	181	1	5	CARDINAL
ap-3105	181	2	k(t	PERSON
ap-3105	181	3	m̃	PRODUCT
ap-3105	182	1	21	CARDINAL
ap-3105	184	1	χ(x	PERSON
ap-3105	184	2	1	CARDINAL
ap-3105	184	3	χ(x	PERSON
ap-3105	187	1	∈	ORG
ap-3105	189	1	z(t	ORG
ap-3105	189	2	1 4πit exp	MONEY
ap-3105	189	3	4	CARDINAL
ap-3105	189	4	t dist2(x	DATE
ap-3105	189	5	7	CARDINAL
ap-3105	189	6	x3 ∈ m̃	PERSON
ap-3105	189	7	1	CARDINAL
ap-3105	189	8	0	CARDINAL
ap-3105	190	1	2i	CARDINAL
ap-3105	190	2	θ −	ORG
ap-3105	194	1	−1	DATE
ap-3105	194	2	∠x1	DATE
ap-3105	194	3	x3 ∈	ORG
ap-3105	194	4	r1 = dist(x1	ORG
ap-3105	194	5	r2 = dist(x2	PERSON
ap-3105	194	6	x3	PERSON
ap-3105	196	1	x0	ORG
ap-3105	197	1	x0	PERSON
ap-3105	197	2	x0	PERSON
ap-3105	197	3	9	CARDINAL
ap-3105	197	4	x0	ORG
ap-3105	197	5	x0 → c1	ORG
ap-3105	198	1	1 ≤ j ≤ n	QUANTITY
ap-3105	198	2	χ(x0	CARDINAL
ap-3105	199	1	1	CARDINAL
ap-3105	203	1	0	CARDINAL
ap-3105	204	1	x.	EVENT
ap-3105	204	2	9	CARDINAL
ap-3105	204	3	x0	ORG
ap-3105	205	1	rn+1 dtn	PERSON
ap-3105	205	2	n−1∏ j=0	GPE
ap-3105	205	3	z(tj	GPE
ap-3105	206	1	10	CARDINAL
ap-3105	206	2	x0	ORG
ap-3105	207	1	z(t	ORG
ap-3105	207	2	x0	PERSON
ap-3105	207	3	1	CARDINAL
ap-3105	207	4	two	CARDINAL
ap-3105	207	5	x0	ORG
ap-3105	207	6	∈	ORG
ap-3105	207	7	x0	ORG
ap-3105	208	1	x0	ORG
ap-3105	208	2	z(t−	PERSON
ap-3105	208	3	x0	ORG
ap-3105	209	1	9	CARDINAL
ap-3105	209	2	10	CARDINAL
ap-3105	210	1	228	CARDINAL
ap-3105	211	1	56	CARDINAL
ap-3105	212	1	3/2016	CARDINAL
ap-3105	212	2	two	CARDINAL
ap-3105	212	3	3.2	CARDINAL
ap-3105	213	1	r2	GPE
ap-3105	214	1	1 x+ iy	QUANTITY
ap-3105	214	2	2πδ(x)δ(y	CARDINAL
ap-3105	214	3	1 x+	QUANTITY
ap-3105	214	4	2π	CARDINAL
ap-3105	215	1	∂2	CARDINAL
ap-3105	215	2	∂r2	ORG
ap-3105	215	3	+ 1	DATE
ap-3105	216	1	−1	DATE
ap-3105	216	2	2πt r2	ORG
ap-3105	216	3	δ(t−	ORG
ap-3105	217	1	11	CARDINAL
ap-3105	217	2	0	CARDINAL
ap-3105	217	3	0	CARDINAL
ap-3105	218	1	0	CARDINAL
ap-3105	219	1	12	CARDINAL
ap-3105	219	2	11	CARDINAL
ap-3105	219	3	12	CARDINAL
ap-3105	219	4	∂r2 + 1	ORG
ap-3105	220	1	+ 1	DATE
ap-3105	222	1	2π	CARDINAL
ap-3105	222	2	r)δ′(θ)− irδ′(t−	PERSON
ap-3105	223	1	13	CARDINAL
ap-3105	223	2	13	CARDINAL
ap-3105	223	3	∂r2 + 1	ORG
ap-3105	223	4	+ 1	DATE
ap-3105	225	1	f(s	DATE
ap-3105	225	2	2πr0	CARDINAL
ap-3105	229	1	4	CARDINAL
ap-3105	234	1	14	CARDINAL
ap-3105	235	1	0	CARDINAL
ap-3105	235	2	0	CARDINAL
ap-3105	235	3	r.	NORP
ap-3105	235	4	1 ε exp	QUANTITY
ap-3105	235	5	4ε	CARDINAL
ap-3105	235	6	0	CARDINAL
ap-3105	237	1	f(s	EVENT
ap-3105	238	1	2	CARDINAL
ap-3105	239	1	one	CARDINAL
ap-3105	239	2	∂r2 + 1	ORG
ap-3105	239	3	+ 1	DATE
ap-3105	241	1	−1 1	DATE
ap-3105	241	2	4(t−	CARDINAL
ap-3105	241	3	2	CARDINAL
ap-3105	241	4	2π	CARDINAL
ap-3105	241	5	4	CARDINAL
ap-3105	242	1	15	CARDINAL
ap-3105	243	1	g ⊂ m̃	PERSON
ap-3105	243	2	η	GPE
ap-3105	243	3	m̃	PRODUCT
ap-3105	244	1	− ∂η ∂−→n	PERSON
ap-3105	245	1	16	CARDINAL
ap-3105	245	2	∀ϕ ∈	PERSON
ap-3105	245	3	m̃	PRODUCT
ap-3105	245	4	δ∂g(ϕ	ORG
ap-3105	248	1	∀ϕ ∈	PERSON
ap-3105	253	1	229	CARDINAL
ap-3105	253	2	petra	PRODUCT
ap-3105	253	3	3.3	CARDINAL
ap-3105	254	1	x0 ∈ m̃	ORG
ap-3105	254	2	k(t	PERSON
ap-3105	254	3	x0	ORG
ap-3105	254	4	9	CARDINAL
ap-3105	254	5	10	CARDINAL
ap-3105	255	1	x0	ORG
ap-3105	255	2	x0	ORG
ap-3105	255	3	r× m̃.	ORG
ap-3105	255	4	17	CARDINAL
ap-3105	255	5	lim	PERSON
ap-3105	255	6	+ k(t	PERSON
ap-3105	255	7	x0	ORG
ap-3105	256	1	x0	ORG
ap-3105	256	2	18	CARDINAL
ap-3105	257	1	x0	ORG
ap-3105	259	1	0	CARDINAL
ap-3105	259	2	19	CARDINAL
ap-3105	259	3	18	CARDINAL
ap-3105	260	1	z(t	ORG
ap-3105	260	2	x0	ORG
ap-3105	260	3	x0	ORG
ap-3105	260	4	1	CARDINAL
ap-3105	260	5	lim	PERSON
ap-3105	260	6	+ z(t	PERSON
ap-3105	260	7	x0	ORG
ap-3105	261	1	x0	ORG
ap-3105	262	1	limt→0+ z(t	PERSON
ap-3105	263	1	∈	ORG
ap-3105	263	2	m̃	PRODUCT
ap-3105	264	1	lim	PERSON
ap-3105	264	2	+ kγ(t	PERSON
ap-3105	264	3	x0	ORG
ap-3105	265	1	0	CARDINAL
ap-3105	265	2	1	CARDINAL
ap-3105	266	1	19	CARDINAL
ap-3105	266	2	first	ORDINAL
ap-3105	268	1	∈	ORG
ap-3105	268	2	1	CARDINAL
ap-3105	270	1	∈	ORG
ap-3105	271	1	d(x	ORG
ap-3105	272	1	χ(x	PERSON
ap-3105	272	2	1	CARDINAL
ap-3105	273	1	20	CARDINAL
ap-3105	273	2	d(x	ORG
ap-3105	273	3	two	CARDINAL
ap-3105	273	4	half	CARDINAL
ap-3105	274	1	d(x	ORG
ap-3105	274	2	two	CARDINAL
ap-3105	274	3	half	CARDINAL
ap-3105	275	1	one	CARDINAL
ap-3105	275	2	∈	ORG
ap-3105	275	3	∈	ORG
ap-3105	278	1	21	CARDINAL
ap-3105	278	2	∈	ORG
ap-3105	278	3	d(c	PERSON
ap-3105	278	4	one	CARDINAL
ap-3105	280	1	d(c	PERSON
ap-3105	280	2	half	CARDINAL
ap-3105	280	3	half	CARDINAL
ap-3105	280	4	⋃	DATE
ap-3105	280	5	c′)=% ∂d(c;c ′	ORG
ap-3105	280	6	22	CARDINAL
ap-3105	281	1	∈	ORG
ap-3105	281	2	first	ORDINAL
ap-3105	281	3	0	CARDINAL
ap-3105	283	1	z(t	ORG
ap-3105	283	2	x0	ORG
ap-3105	287	1	z(t	ORG
ap-3105	287	2	x0	ORG
ap-3105	289	1	∈	ORG
ap-3105	290	1	x0	ORG
ap-3105	290	2	z(t	ORG
ap-3105	290	3	x0	ORG
ap-3105	291	1	z(t	ORG
ap-3105	291	2	x0	ORG
ap-3105	292	1	16	CARDINAL
ap-3105	293	1	z(t	ORG
ap-3105	293	2	x0	ORG
ap-3105	293	3	z(t	ORG
ap-3105	294	1	23	CARDINAL
ap-3105	295	1	23	CARDINAL
ap-3105	296	1	z(t	PERSON
ap-3105	296	2	x0	PERSON
ap-3105	297	1	230	CARDINAL
ap-3105	298	1	56	CARDINAL
ap-3105	299	1	3/2016	CARDINAL
ap-3105	299	2	two	CARDINAL
ap-3105	299	3	1	CARDINAL
ap-3105	300	1	x0	ORG
ap-3105	300	2	∈	ORG
ap-3105	300	3	a∪b	PRODUCT
ap-3105	302	1	x0	ORG
ap-3105	303	1	1 8π2i χ(x	TIME
ap-3105	303	2	x0	ORG
ap-3105	305	1	−1	CARDINAL
ap-3105	309	1	−1	CARDINAL
ap-3105	309	2	1	CARDINAL
ap-3105	309	3	4(t−	CARDINAL
ap-3105	311	1	24	CARDINAL
ap-3105	311	2	x0	ORG
ap-3105	311	3	24	CARDINAL
ap-3105	311	4	one	CARDINAL
ap-3105	312	1	first	ORDINAL
ap-3105	312	2	χ(x	PERSON
ap-3105	312	3	two	CARDINAL
ap-3105	312	4	16	CARDINAL
ap-3105	313	1	second	ORDINAL
ap-3105	313	2	15	CARDINAL
ap-3105	314	1	x0	ORG
ap-3105	314	2	∂/∂−→n	PERSON
ap-3105	315	1	1	CARDINAL
ap-3105	318	1	4	CARDINAL
ap-3105	318	2	π)− δ(θ +	DATE
ap-3105	320	1	∂−→n	PERSON
ap-3105	320	2	x0	ORG
ap-3105	321	1	z(t	ORG
ap-3105	321	2	x0	ORG
ap-3105	323	1	x0	ORG
ap-3105	324	1	x0	ORG
ap-3105	325	1	x0)δ∂d(c	PERSON
ap-3105	326	1	∂−→n	PERSON
ap-3105	327	1	25	CARDINAL
ap-3105	327	2	2	CARDINAL
ap-3105	328	1	γ	GPE
ap-3105	328	2	2	CARDINAL
ap-3105	329	1	cn−1	NORP
ap-3105	330	1	7	CARDINAL
ap-3105	330	2	x0	ORG
ap-3105	333	1	dt0v	PERSON
ap-3105	333	2	cn−1	NORP
ap-3105	333	3	tn−1	PERSON
ap-3105	333	4	z(t− τ	PERSON
ap-3105	333	5	cn)fγ(t0	GPE
ap-3105	334	1	tn−1	PERSON
ap-3105	334	2	x0	ORG
ap-3105	335	1	1 2πχ(x	CARDINAL
ap-3105	338	1	θ −	ORG
ap-3105	341	1	− tn−1)% tn−1r	PERSON
ap-3105	344	1	− tn−1)% tn−1r	PERSON
ap-3105	344	2	−1	DATE
ap-3105	344	3	1	CARDINAL
ap-3105	347	1	4(t−	CARDINAL
ap-3105	351	1	tn−1	PERSON
ap-3105	351	2	x0	ORG
ap-3105	351	3	26	CARDINAL
ap-3105	355	1	tn−1	PERSON
ap-3105	355	2	x0	ORG
ap-3105	356	1	n−1∏ j=0	GPE
ap-3105	357	1	26	CARDINAL
ap-3105	358	1	χ(x	PERSON
ap-3105	358	2	∂d(cn	GPE
ap-3105	358	3	16	CARDINAL
ap-3105	362	1	14	CARDINAL
ap-3105	364	1	∈	ORG
ap-3105	365	1	+ %	PERCENT
ap-3105	365	2	θ′	DATE
ap-3105	365	3	cn−1	ORG
ap-3105	365	4	x.	GPE
ap-3105	369	1	tn−1	GPE
ap-3105	371	1	231	CARDINAL
ap-3105	371	2	petra	PRODUCT
ap-3105	371	3	4(t−	CARDINAL
ap-3105	371	4	z(tn−1	GPE
ap-3105	371	5	cn−1	NORP
ap-3105	372	1	z(t−	PERSON
ap-3105	372	2	τ ′	WORK_OF_ART
ap-3105	372	3	cn−1	ORG
ap-3105	372	4	cn−1	NORP
ap-3105	372	5	cn−2 %	PERSON
ap-3105	373	1	cn−1	NORP
ap-3105	373	2	cn−2 s2	PERSON
ap-3105	375	1	4(t−	CARDINAL
ap-3105	375	2	′)/r′	PERSON
ap-3105	375	3	4(t−	CARDINAL
ap-3105	375	4	′)/r′	PERSON
ap-3105	375	5	2 4(t−	CARDINAL
ap-3105	375	6	cn−1	NORP
ap-3105	375	7	cn−2 s	PERSON
ap-3105	375	8	tn−2	ORG
ap-3105	375	9	′)/r′	PERSON
ap-3105	375	10	cn−1	NORP
ap-3105	375	11	cn−2 t− τ ′	PERSON
ap-3105	378	1	x0	ORG
ap-3105	379	1	x0	PERSON
ap-3105	382	1	∂−→n	PERSON
ap-3105	382	2	x0	PERSON
ap-3105	382	3	δ∂d(cn−1;cn	CARDINAL
ap-3105	382	4	∂−→n	PERSON
ap-3105	383	1	27	CARDINAL
ap-3105	383	2	19	CARDINAL
ap-3105	383	3	23	CARDINAL
ap-3105	383	4	25	CARDINAL
ap-3105	383	5	27	CARDINAL
ap-3105	385	1	x0	ORG
ap-3105	386	1	x0	PERSON
ap-3105	389	1	∂−→n	PERSON
ap-3105	389	2	x0	PERSON
ap-3105	389	3	δ∂d(cn−1;cn	CARDINAL
ap-3105	389	4	∂−→n	PERSON
ap-3105	390	1	x0	ORG
ap-3105	391	1	x0)δ∂d(c	PERSON
ap-3105	392	1	z(t	ORG
ap-3105	393	1	z(t	ORG
ap-3105	394	1	21	CARDINAL
ap-3105	394	2	22	CARDINAL
ap-3105	395	1	4.	CARDINAL
ap-3105	396	1	two	CARDINAL
ap-3105	396	2	two	CARDINAL
ap-3105	398	1	0	CARDINAL
ap-3105	398	2	0	DATE
ap-3105	400	1	two	CARDINAL
ap-3105	400	2	half	CARDINAL
ap-3105	400	3	0[×	CARDINAL
ap-3105	400	4	0	CARDINAL
ap-3105	401	1	0	CARDINAL
ap-3105	403	1	two	CARDINAL
ap-3105	405	1	232	CARDINAL
ap-3105	406	1	56	CARDINAL
ap-3105	407	1	3/2016	CARDINAL
ap-3105	407	2	two	CARDINAL
ap-3105	409	1	θb = π	PERSON
ap-3105	409	2	∂θb ψ(rb	PERSON
ap-3105	409	3	θb = π	PERSON
ap-3105	409	4	ψ(rb	GPE
ap-3105	410	1	ψ(a	PERSON
ap-3105	412	1	kab(t	PERSON
ap-3105	412	2	x0	ORG
ap-3105	413	1	kab(t	PERSON
ap-3105	413	2	x0	ORG
ap-3105	414	1	x0)e−i(αθa(x0)+βθb(x0	PERSON
ap-3105	414	2	x0	ORG
ap-3105	418	1	x0	ORG
ap-3105	418	2	x0	ORG
ap-3105	418	3	hamiltonian	NORP
ap-3105	419	1	x0	ORG
ap-3105	419	2	5	CARDINAL
ap-3105	419	3	m̃	ORG
ap-3105	419	4	9	CARDINAL
ap-3105	419	5	10	CARDINAL
ap-3105	420	1	x0	ORG
ap-3105	421	1	g·x	ORG
ap-3105	421	2	x0	PERSON
ap-3105	422	1	x0	ORG
ap-3105	423	1	28	CARDINAL
ap-3105	423	2	0	CARDINAL
ap-3105	424	1	x0	ORG
ap-3105	424	2	∈	ORG
ap-3105	424	3	m̃	PRODUCT
ap-3105	424	4	x0 → c1	ORG
ap-3105	424	5	29	CARDINAL
ap-3105	424	6	∈	ORG
ap-3105	427	1	∈	ORG
ap-3105	427	2	6=	CARDINAL
ap-3105	429	1	x0 → c1 → ·	ORG
ap-3105	430	1	x.	PERSON
ap-3105	430	2	m̃	PRODUCT
ap-3105	430	3	29	CARDINAL
ap-3105	431	1	∈	ORG
ap-3105	432	1	∈	ORG
ap-3105	433	1	c1	PERSON
ap-3105	433	2	cn−1	NORP
ap-3105	434	1	29	CARDINAL
ap-3105	434	2	c1	PERSON
ap-3105	434	3	+ 2πk1	PERCENT
ap-3105	434	4	∠cn−1	GPE
ap-3105	435	1	2πkj+1	CARDINAL
ap-3105	435	2	1 ≤ j ≤ n − 2	QUANTITY
ap-3105	437	1	kn	PERSON
ap-3105	439	1	kn ∈ z	PERSON
ap-3105	440	1	29	CARDINAL
ap-3105	440	2	λ(g	PRODUCT
ap-3105	441	1	2πi(k1σ1 + ·	DATE
ap-3105	441	2	+ knσn	PERSON
ap-3105	441	3	∈	ORG
ap-3105	441	4	1	CARDINAL
ap-3105	442	1	2πk	ORDINAL
ap-3105	444	1	1	CARDINAL
ap-3105	445	1	1	CARDINAL
ap-3105	445	2	28	CARDINAL
ap-3105	447	1	kn	PERSON
ap-3105	448	1	28	CARDINAL
ap-3105	448	2	x0	ORG
ap-3105	449	1	1 or ζa	DATE
ap-3105	449	2	x0	ORG
ap-3105	449	3	half	CARDINAL
ap-3105	450	1	x0	ORG
ap-3105	450	2	half	CARDINAL
ap-3105	451	1	1	CARDINAL
ap-3105	452	1	x0	ORG
ap-3105	452	2	half	CARDINAL
ap-3105	453	1	x0	ORG
ap-3105	453	2	half	CARDINAL
ap-3105	454	1	0	CARDINAL
ap-3105	454	2	2π,−2π	CARDINAL
ap-3105	455	1	x0	ORG
ap-3105	456	1	1 4πit exp	MONEY
ap-3105	456	2	4π2i	CARDINAL
ap-3105	459	1	2	CARDINAL
ap-3105	459	2	4t1	CARDINAL
ap-3105	460	1	2 0c 4t0	CARDINAL
ap-3105	462	1	− iθ0c	PERSON
ap-3105	462	2	+ 1 4πi	DATE
ap-3105	462	3	∑ γ	PERSON
ap-3105	462	4	n≥2	ORG
ap-3105	465	1	+ %	PERCENT
ap-3105	466	1	+ %	PERCENT
ap-3105	466	2	2	CARDINAL
ap-3105	467	1	233	CARDINAL
ap-3105	467	2	petra	PRODUCT
ap-3105	469	1	1 + exp(−sn +	QUANTITY
ap-3105	472	1	1 + exp(−s1 +	DATE
ap-3105	473	1	1 ≤ j ≤ n. furthermore	QUANTITY
ap-3105	473	2	first	ORDINAL
ap-3105	473	3	x0	ORG
ap-3105	476	1	second	ORDINAL
ap-3105	476	2	∑ γ	PERSON
ap-3105	476	3	n≥2	ORG
ap-3105	476	4	at least two	CARDINAL
ap-3105	478	1	x0	ORG
ap-3105	481	1	one	CARDINAL
ap-3105	481	2	ga13-11058s	ORG
ap-3105	481	3	the czech science foundation	ORG
ap-3105	482	1	1	CARDINAL
ap-3105	482	2	i. alexandrova	PERSON
ap-3105	482	3	h. tamura	PERSON
ap-3105	482	4	two	CARDINAL
ap-3105	483	1	j. funct	PERSON
ap-3105	485	1	260:1836-1885	DATE
ap-3105	485	2	2011	DATE
ap-3105	486	1	doi:10.1016	PERSON
ap-3105	486	2	2	CARDINAL
ap-3105	486	3	i. alexandrova	PERSON
ap-3105	486	4	h. tamura	PERSON
ap-3105	486	5	two	CARDINAL
ap-3105	488	1	256:398-448	PRODUCT
ap-3105	488	2	2014	DATE
ap-3105	489	1	doi:10.1016/j.aim.2014.01.022	GPE
ap-3105	490	1	3	CARDINAL
ap-3105	490	2	j. asch	PERSON
ap-3105	490	3	h. over	PERSON
ap-3105	490	4	r. seiler	PERSON
ap-3105	491	1	laplacians	NORP
ap-3105	492	1	j. geom	PERSON
ap-3105	494	1	13:275-288, 1994	DATE
ap-3105	495	1	doi:10.1016/0393	ORG
ap-3105	495	2	0440(94)90035-3	DATE
ap-3105	495	3	4	CARDINAL
ap-3105	495	4	m. f. atiyah	PERSON
ap-3105	496	1	von neumann algebras	PERSON
ap-3105	497	1	astérisque	PERSON
ap-3105	497	2	32-33:43-72, 1976	TIME
ap-3105	498	1	5	CARDINAL
ap-3105	498	2	a. thain	PERSON
ap-3105	498	3	j. h. hannay	PERSON
ap-3105	499	1	j. phys	PERSON
ap-3105	501	1	gen	PERSON
ap-3105	501	2	37:2913-2935	CARDINAL
ap-3105	502	1	6	CARDINAL
ap-3105	502	2	m. j. gruber	PERSON
ap-3105	503	1	bloch	PERSON
ap-3105	504	1	j. geom	PERSON
ap-3105	506	1	34:137-154, 2000	DATE
ap-3105	507	1	doi:10.1016	PERSON
ap-3105	507	2	j. h. hannay	PERSON
ap-3105	507	3	a. thain	PERSON
ap-3105	508	1	two	CARDINAL
ap-3105	509	1	j. phys	PERSON
ap-3105	511	1	gen	PERSON
ap-3105	511	2	36:4063-4080	CARDINAL
ap-3105	512	1	doi:10.1088/0305-4470/36/14/310	ORG
ap-3105	512	2	8	CARDINAL
ap-3105	512	3	l. hörmander	PERSON
ap-3105	513	1	i. berlin	PERSON
ap-3105	513	2	2003	DATE
ap-3105	514	1	9	CARDINAL
ap-3105	514	2	h. t. ito	PERSON
ap-3105	514	3	h. tamura	PERSON
ap-3105	514	4	aharonov-bohm	PERSON
ap-3105	516	1	h. poincaré	PERSON
ap-3105	516	2	2:309-359	CARDINAL
ap-3105	518	1	10	CARDINAL
ap-3105	518	2	t. kato	PERSON
ap-3105	519	1	new york	GPE
ap-3105	519	2	1966	DATE
ap-3105	520	1	11	CARDINAL
ap-3105	520	2	p. kocábová	PERSON
ap-3105	521	1	bloch	GPE
ap-3105	521	2	propagators	ORG
ap-3105	521	3	riemannian manifolds	ORG
ap-3105	524	1	49	CARDINAL
ap-3105	525	1	033518, 2008	DATE
ap-3105	526	1	doi:10.1063/1.2898484	ORG
ap-3105	527	1	12	CARDINAL
ap-3105	529	1	noncommutative bloch analysis	ORG
ap-3105	529	2	laplacians	NORP
ap-3105	530	1	j. geom	PERSON
ap-3105	532	1	61:727-744	CARDINAL
ap-3105	533	1	doi:10.1016/j.geomphys.2010.12.004	ORG
ap-3105	534	1	13	CARDINAL
ap-3105	534	2	j. m. lee	PERSON
ap-3105	534	3	topological manifolds	ORG
ap-3105	535	1	berlin	GPE
ap-3105	535	2	2000	DATE
ap-3105	536	1	14	CARDINAL
ap-3105	536	2	s. mashkevich	PERSON
ap-3105	536	3	j. myrheim	PERSON
ap-3105	536	4	s. ouvry	PERSON
ap-3105	537	1	quantum	ORG
ap-3105	537	2	two	CARDINAL
ap-3105	539	1	lett	PERSON
ap-3105	540	1	330:41	CARDINAL
ap-3105	541	1	doi:10.1016	GPE
ap-3105	542	1	15	CARDINAL
ap-3105	542	2	m. melgaard	PERSON
ap-3105	542	3	e. ouhabaz	PERSON
ap-3105	542	4	g. rozenblum	PERSON
ap-3105	545	1	h. poincaré	PERSON
ap-3105	545	2	5:979-1012	CARDINAL
ap-3105	545	3	2004	DATE
ap-3105	547	1	16	CARDINAL
ap-3105	549	1	ann	PERSON
ap-3105	550	1	h. poincaré 6:125-	PERSON
ap-3105	551	1	doi:10.1007	GPE
ap-3105	552	1	17	CARDINAL
ap-3105	553	1	periodic aharonov-bohm solenoids	PERSON
ap-3105	556	1	18:913-934, 2006	DATE
ap-3105	557	1	18	CARDINAL
ap-3105	557	2	j. s. schulman.	ORG
ap-3105	559	1	j. math	PERSON
ap-3105	561	1	12:304-308	CARDINAL
ap-3105	561	2	1971	DATE
ap-3105	562	1	19	CARDINAL
ap-3105	562	2	j. s. schulman	PERSON
ap-3105	564	1	new york	GPE
ap-3105	564	2	wiley	ORG
ap-3105	564	3	1981	DATE
ap-3105	565	1	20	CARDINAL
ap-3105	565	2	a. j. shtern	PERSON
ap-3105	566	1	topological	ORG
ap-3105	567	1	berlin	GPE
ap-3105	567	2	springer, 2001	DATE
ap-3105	569	1	21	CARDINAL
ap-3105	570	1	two	CARDINAL
ap-3105	572	1	lett	PERSON
ap-3105	573	1	142:5-10, 1989	DATE
ap-3105	574	1	doi:10.1016/0375-9601(89)90702	DATE
ap-3105	574	2	234 http://dx.doi.org/10.1016/j.jfa.2010.12.005 http://dx.doi.org/10.1016/j.aim.2014.01.022 http://dx.doi.org/10.1016/0393-0440(94)90035-3	QUANTITY
ap-3105	577	1	56	CARDINAL
ap-3105	578	1	3/2016	CARDINAL
ap-3105	578	2	two	CARDINAL
ap-3105	578	3	22	CARDINAL
ap-3105	581	1	j. 76:303-332,	PERSON
ap-3105	581	2	1994	DATE
ap-3105	581	3	7094-94	CARDINAL
ap-3105	582	1	23	CARDINAL
ap-3105	583	1	laplacians	NORP
ap-3105	584	1	manifolds	ORG
ap-3105	585	1	lect	PERSON
ap-3105	587	1	1339	CARDINAL
ap-3105	588	1	berlin	GPE
ap-3105	589	1	248	CARDINAL
ap-3105	590	1	24	CARDINAL
ap-3105	591	1	abelian	NORP
ap-3105	591	2	j. fac	ORG
ap-3105	592	1	sci.	ORG
ap-3105	592	2	univ	NORP
ap-3105	593	1	tokyo	GPE
ap-3105	593	2	1a	CARDINAL
ap-3105	594	1	37:575-583, 1990	DATE
ap-3105	595	1	25	CARDINAL
ap-3105	595	2	h. tamura	PERSON
ap-3105	596	1	two	CARDINAL
ap-3105	597	1	ann	PERSON
ap-3105	598	1	h. poincaré	PERSON
ap-3105	598	2	8:1071-1114	DATE
ap-3105	598	3	2007	DATE
ap-3105	599	1	doi:10.1007	GPE
ap-3105	599	2	26	CARDINAL
ap-3105	599	3	e. thoma	PERSON
ap-3105	600	1	darstellungen abzälbarer	PERSON
ap-3105	602	1	153:111	CARDINAL
ap-3105	603	1	27	CARDINAL
ap-3105	603	2	t. t. wu	PERSON
ap-3105	603	3	c. n. yang	PERSON
ap-3105	607	1	12:3845-3857, 1978	DATE
ap-3105	607	2	235	CARDINAL
ap-3105	607	3	2016 1	DATE
ap-3105	607	4	2	CARDINAL
ap-3105	607	5	2.1	CARDINAL
ap-3105	607	6	2.2	CARDINAL
ap-3105	607	7	2.3	CARDINAL
ap-3105	607	8	3	CARDINAL
ap-3105	607	9	3.1	CARDINAL
ap-3105	607	10	3.2	CARDINAL
ap-3105	607	11	3.3	CARDINAL
ap-3105	607	12	4	CARDINAL
ap-3105	608	1	two	CARDINAL