id	sid	eid	entity	type
ap-4612	1	1	acta polytechnica doi:10.14311	PERSON
ap-4612	1	2	57(6):379–384	CARDINAL
ap-4612	1	3	2017	CARDINAL
ap-4612	1	4	czech technical university	ORG
ap-4612	1	5	prague	GPE
ap-4612	1	6	2017	CARDINAL
ap-4612	1	7	http://ojs.cvut.cz/ojs/index.php/ap	PRODUCT
ap-4612	1	8	enrico celeghinia	PERSON
ap-4612	1	9	manuel gadellaa	PERSON
ap-4612	1	10	departamento de física teórica	ORG
ap-4612	1	11	imuva	ORG
ap-4612	1	12	47011	DATE
ap-4612	1	13	valladolid	GPE
ap-4612	1	14	spain	GPE
ap-4612	1	15	di fisica	PERSON
ap-4612	1	16	università di firenze	PERSON
ap-4612	1	17	infn-sezione di firenze	ORG
ap-4612	1	18	sesto fiorentino	PERSON
ap-4612	1	19	firenze	GPE
ap-4612	1	20	italy ∗	ORG
ap-4612	5	1	1	CARDINAL
ap-4612	5	2	the last years	DATE
ap-4612	6	1	legendre	PERSON
ap-4612	7	1	1	CARDINAL
ap-4612	8	1	2	CARDINAL
ap-4612	8	2	3	CARDINAL
ap-4612	11	1	2	CARDINAL
ap-4612	11	2	uir	NORP
ap-4612	11	3	casimir −5/4	GPE
ap-4612	12	1	−1	DATE
ap-4612	12	2	1)×	CARDINAL
ap-4612	14	1	4]–[15	DATE
ap-4612	16	1	11	CARDINAL
ap-4612	16	2	12	CARDINAL
ap-4612	17	1	16	CARDINAL
ap-4612	17	2	17	CARDINAL
ap-4612	18	1	algebras	ORG
ap-4612	18	2	rhs	PRODUCT
ap-4612	20	1	13	CARDINAL
ap-4612	22	1	2	CARDINAL
ap-4612	22	2	hilbert spaces	ORG
ap-4612	23	1	18	CARDINAL
ap-4612	23	2	10	CARDINAL
ap-4612	24	1	9	CARDINAL
ap-4612	25	1	hilbert	ORG
ap-4612	25	2	19	CARDINAL
ap-4612	26	1	rhs	PRODUCT
ap-4612	27	1	4	CARDINAL
ap-4612	28	1	14	CARDINAL
ap-4612	28	2	10	CARDINAL
ap-4612	28	3	15	CARDINAL
ap-4612	29	1	bohm	PERSON
ap-4612	29	2	around 1965	DATE
ap-4612	29	3	5	CARDINAL
ap-4612	29	4	8	CARDINAL
ap-4612	31	1	φ ⊂ h ⊂ φ×	ORG
ap-4612	31	2	φ	ORG
ap-4612	31	3	379	CARDINAL
ap-4612	31	4	http://ojs.cvut.cz/ojs/index.php/ap enrico celeghini	ORG
ap-4612	31	5	manuel gadella	PERSON
ap-4612	31	6	del olmo acta polytechnica	ORG
ap-4612	31	7	φ	ORG
ap-4612	31	8	φ	ORG
ap-4612	32	1	20	CARDINAL
ap-4612	33	1	one	CARDINAL
ap-4612	33	2	φ	ORG
ap-4612	33	3	10	CARDINAL
ap-4612	33	4	φ	ORG
ap-4612	34	1	φ, φ×	GPE
ap-4612	35	1	φ	GPE
ap-4612	35	2	φ	ORG
ap-4612	35	3	∈ φ	ORG
ap-4612	35	4	∈	ORG
ap-4612	35	5	〉	CARDINAL
ap-4612	35	6	α〈f	DATE
ap-4612	35	7	〉	CARDINAL
ap-4612	35	8	〉	CARDINAL
ap-4612	35	9	〉	CARDINAL
ap-4612	36	1	φ	ORG
ap-4612	36	2	∈ φ	ORG
ap-4612	36	3	φ	ORG
ap-4612	36	4	φ	ORG
ap-4612	36	5	⊂ φ	ORG
ap-4612	37	1	〉	CARDINAL
ap-4612	37	2	〉	CARDINAL
ap-4612	37	3	∀ϕ	PERSON
ap-4612	37	4	∈	ORG
ap-4612	37	5	1	CARDINAL
ap-4612	37	6	φ	ORG
ap-4612	37	7	φ	ORG
ap-4612	38	1	linear	ORG
ap-4612	38	2	φ	ORG
ap-4612	38	3	‖·‖n	NORP
ap-4612	38	4	‖·‖p2	NORP
ap-4612	40	1	22	CARDINAL
ap-4612	42	1	2	CARDINAL
ap-4612	42	2	7−→	CARDINAL
ap-4612	42	3	ϕ)|.	DATE
ap-4612	43	1	3	CARDINAL
ap-4612	43	2	two	CARDINAL
ap-4612	44	1	one	CARDINAL
ap-4612	45	1	rhs	PRODUCT
ap-4612	48	1	one	CARDINAL
ap-4612	48	2	φ ∈	ORG
ap-4612	49	1	0	CARDINAL
ap-4612	49	2	2π	CARDINAL
ap-4612	50	1	r(φ2	PERSON
ap-4612	51	1	+ φ2	GPE
ap-4612	51	2	2π	CARDINAL
ap-4612	52	1	two	CARDINAL
ap-4612	52	2	uir	NORP
ap-4612	52	3	one	CARDINAL
ap-4612	52	4	the hilbert space l2[0	ORG
ap-4612	52	5	uir	NORP
ap-4612	52	6	uir	ORG
ap-4612	52	7	h. 3.1	PERSON
ap-4612	53	1	uir	NORP
ap-4612	54	1	uir	NORP
ap-4612	54	2	2π	CARDINAL
ap-4612	55	1	0	CARDINAL
ap-4612	55	2	2π	CARDINAL
ap-4612	55	3	∈	ORG
ap-4612	56	1	3	CARDINAL
ap-4612	56	2	∈	ORG
ap-4612	56	3	2π	CARDINAL
ap-4612	56	4	∈ z.	PERSON
ap-4612	57	1	f(φ	PERSON
ap-4612	57	2	f(φ	PERSON
ap-4612	58	1	m=−∞ fm	PERSON
ap-4612	58	2	4	CARDINAL
ap-4612	58	3	2π	CARDINAL
ap-4612	58	4	2π	CARDINAL
ap-4612	58	5	f(φ	PERSON
ap-4612	58	6	5	CARDINAL
ap-4612	58	7	∞∑ m=−∞	PERSON
ap-4612	59	1	2π	CARDINAL
ap-4612	59	2	f(φ	PERSON
ap-4612	60	1	1 2π	CARDINAL
ap-4612	60	2	2π	CARDINAL
ap-4612	61	1	1 2π	QUANTITY
ap-4612	62	1	φ′	DATE
ap-4612	63	1	3.2	CARDINAL
ap-4612	64	1	uir	NORP
ap-4612	64	2	uir	PRODUCT
ap-4612	64	3	2π	CARDINAL
ap-4612	64	4	〉	CARDINAL
ap-4612	64	5	z. 380	PERSON
ap-4612	65	1	57	CARDINAL
ap-4612	67	1	6/2017	CARDINAL
ap-4612	67	2	〉	CARDINAL
ap-4612	68	1	〉	CARDINAL
ap-4612	68	2	∈	ORG
ap-4612	68	3	∈	ORG
ap-4612	68	4	6	CARDINAL
ap-4612	69	1	i|2p	DATE
ap-4612	69	2	7	CARDINAL
ap-4612	69	3	0	CARDINAL
ap-4612	69	4	1	DATE
ap-4612	69	5	2	CARDINAL
ap-4612	70	1	∈ z.	PERSON
ap-4612	70	2	φ	ORG
ap-4612	70	3	〉	CARDINAL
ap-4612	70	4	φ	ORG
ap-4612	70	5	0	CARDINAL
ap-4612	70	6	1	DATE
ap-4612	70	7	2	CARDINAL
ap-4612	71	1	φ ⊂ h	ORG
ap-4612	71	2	⊂	GPE
ap-4612	71	3	two	CARDINAL
ap-4612	71	4	φ ⊂ h ⊂ φ×	ORG
ap-4612	71	5	2π]⊂	CARDINAL
ap-4612	71	6	φ	ORG
ap-4612	73	1	two	CARDINAL
ap-4612	75	1	φ ⊂ h ⊂	ORG
ap-4612	75	2	〉	CARDINAL
ap-4612	75	3	∈	ORG
ap-4612	76	1	0	CARDINAL
ap-4612	76	2	2π	CARDINAL
ap-4612	76	3	2π	CARDINAL
ap-4612	77	1	〉	CARDINAL
ap-4612	77	2	〉	CARDINAL
ap-4612	77	3	m=−∞ am	PERSON
ap-4612	77	4	〉	CARDINAL
ap-4612	77	5	∈	ORG
ap-4612	77	6	〉	CARDINAL
ap-4612	78	1	〉	CARDINAL
ap-4612	78	2	2π	CARDINAL
ap-4612	78	3	= fm	PERSON
ap-4612	78	4	4	CARDINAL
ap-4612	79	1	φ	ORG
ap-4612	79	2	〉	CARDINAL
ap-4612	79	3	∞∑ m=−∞ |am|	PERSON
ap-4612	79	4	|m+	ORG
ap-4612	79	5	i|2	ORG
ap-4612	80	1	first	ORDINAL
ap-4612	80	2	7	CARDINAL
ap-4612	80	3	1	CARDINAL
ap-4612	80	4	second	ORDINAL
ap-4612	81	1	∞∑ m=−∞ |am|2	ORG
ap-4612	81	2	i|2	ORG
ap-4612	81	3	i|2	ORG
ap-4612	81	4	〉	CARDINAL
ap-4612	81	5	φ	ORG
ap-4612	81	6	〉	CARDINAL
ap-4612	83	1	〉	CARDINAL
ap-4612	83	2	∈	ORG
ap-4612	83	3	6	CARDINAL
ap-4612	83	4	〉	CARDINAL
ap-4612	83	5	∈	ORG
ap-4612	83	6	⊂	ORG
ap-4612	83	7	2π	CARDINAL
ap-4612	83	8	〉	CARDINAL
ap-4612	85	1	2π	CARDINAL
ap-4612	85	2	〉	CARDINAL
ap-4612	85	3	f(φ	PERSON
ap-4612	86	1	9	CARDINAL
ap-4612	86	2	〉	CARDINAL
ap-4612	86	3	〉	CARDINAL
ap-4612	86	4	∈ φ	ORG
ap-4612	86	5	f(φ	PERSON
ap-4612	87	1	〉	CARDINAL
ap-4612	87	2	〉	CARDINAL
ap-4612	87	3	2π	CARDINAL
ap-4612	89	1	〉	CARDINAL
ap-4612	89	2	2π	CARDINAL
ap-4612	89	3	2π	CARDINAL
ap-4612	90	1	10	CARDINAL
ap-4612	90	2	2π	CARDINAL
ap-4612	91	1	11	CARDINAL
ap-4612	91	2	〉	CARDINAL
ap-4612	91	3	∈	ORG
ap-4612	92	1	〉	CARDINAL
ap-4612	92	2	2π	CARDINAL
ap-4612	93	1	〉	CARDINAL
ap-4612	93	2	2π	CARDINAL
ap-4612	93	3	f(φ	PERSON
ap-4612	93	4	〉	CARDINAL
ap-4612	94	1	12	CARDINAL
ap-4612	94	2	〉	CARDINAL
ap-4612	94	3	f(φ	PERSON
ap-4612	95	1	0	CARDINAL
ap-4612	95	2	2π	CARDINAL
ap-4612	95	3	〉	CARDINAL
ap-4612	95	4	φ	ORG
ap-4612	95	5	φ	GPE
ap-4612	95	6	φ	ORG
ap-4612	95	7	〉	CARDINAL
ap-4612	95	8	∈	ORG
ap-4612	96	1	〉	CARDINAL
ap-4612	96	2	2π	CARDINAL
ap-4612	97	1	〉	CARDINAL
ap-4612	98	1	〉	CARDINAL
ap-4612	98	2	∈	ORG
ap-4612	98	3	〉	CARDINAL
ap-4612	98	4	∈ φ	ORG
ap-4612	98	5	〉	CARDINAL
ap-4612	98	6	10	CARDINAL
ap-4612	98	7	2π	CARDINAL
ap-4612	101	1	f(φ	PERSON
ap-4612	101	2	〉	CARDINAL
ap-4612	101	3	2π	CARDINAL
ap-4612	102	1	〉	CARDINAL
ap-4612	102	2	φ′	DATE
ap-4612	103	1	13	CARDINAL
ap-4612	103	2	〉	CARDINAL
ap-4612	103	3	13	CARDINAL
ap-4612	103	4	11	CARDINAL
ap-4612	103	5	12	CARDINAL
ap-4612	103	6	〉	CARDINAL
ap-4612	104	1	10	CARDINAL
ap-4612	104	2	12	CARDINAL
ap-4612	104	3	4	CARDINAL
ap-4612	104	4	16	CARDINAL
ap-4612	105	1	〉	CARDINAL
ap-4612	105	2	〉	CARDINAL
ap-4612	105	3	∈ φ	ORG
ap-4612	105	4	12	CARDINAL
ap-4612	105	5	〉	CARDINAL
ap-4612	105	6	∈	ORG
ap-4612	107	1	〉	CARDINAL
ap-4612	107	2	2π	CARDINAL
ap-4612	108	1	〉	CARDINAL
ap-4612	109	1	381	CARDINAL
ap-4612	109	2	enrico celeghini	ORG
ap-4612	109	3	manuel gadella	PERSON
ap-4612	109	4	del olmo acta polytechnica	ORG
ap-4612	109	5	φ ∈ l2[0	PERSON
ap-4612	109	6	2π	CARDINAL
ap-4612	109	7	〉	CARDINAL
ap-4612	109	8	∈	ORG
ap-4612	110	1	〉	CARDINAL
ap-4612	111	1	one	CARDINAL
ap-4612	112	1	4	CARDINAL
ap-4612	112	2	5	CARDINAL
ap-4612	112	3	2π	CARDINAL
ap-4612	112	4	2π	CARDINAL
ap-4612	112	5	i√	ORG
ap-4612	112	6	2π 1 m	QUANTITY
ap-4612	112	7	13π 6	DATE
ap-4612	112	8	|hm|2|m+ i|2p	DATE
ap-4612	112	9	1	CARDINAL
ap-4612	113	1	〉	CARDINAL
ap-4612	115	1	〉	CARDINAL
ap-4612	116	1	〉	CARDINAL
ap-4612	116	2	〉	CARDINAL
ap-4612	116	3	12	CARDINAL
ap-4612	117	1	〉	CARDINAL
ap-4612	117	2	2π	CARDINAL
ap-4612	118	1	2π	CARDINAL
ap-4612	118	2	2π	CARDINAL
ap-4612	118	3	0 e−imφ |φ〉	DATE
ap-4612	119	1	〉	CARDINAL
ap-4612	119	2	∞∑ m=−∞	PERSON
ap-4612	120	1	14	CARDINAL
ap-4612	121	1	11	CARDINAL
ap-4612	121	2	φ	ORG
ap-4612	121	3	〉	CARDINAL
ap-4612	121	4	∈ φ	ORG
ap-4612	122	1	φ|=	CARDINAL
ap-4612	123	1	2π	CARDINAL
ap-4612	123	2	second	ORDINAL
ap-4612	123	3	14	CARDINAL
ap-4612	124	1	〉	CARDINAL
ap-4612	125	1	〉	CARDINAL
ap-4612	125	2	2π	CARDINAL
ap-4612	125	3	3.3	CARDINAL
ap-4612	126	1	the hilbert space l2[0	ORG
ap-4612	126	2	2π	CARDINAL
ap-4612	127	1	2π	CARDINAL
ap-4612	127	2	∈	ORG
ap-4612	127	3	2π	CARDINAL
ap-4612	128	1	0	CARDINAL
ap-4612	128	2	2π	CARDINAL
ap-4612	129	1	7−→	CARDINAL
ap-4612	129	2	2π	CARDINAL
ap-4612	129	3	r(θ)φ	ORG
ap-4612	130	1	0	CARDINAL
ap-4612	130	2	2π	CARDINAL
ap-4612	131	1	θ then r(θ	ORG
ap-4612	132	1	1	CARDINAL
ap-4612	133	1	〉	CARDINAL
ap-4612	133	2	〉	CARDINAL
ap-4612	133	3	〉	CARDINAL
ap-4612	133	4	∈	ORG
ap-4612	133	5	∈	ORG
ap-4612	134	1	〉	CARDINAL
ap-4612	135	1	〉	CARDINAL
ap-4612	135	2	∈	ORG
ap-4612	135	3	r(θ)φ|	PRODUCT
ap-4612	135	4	2π	CARDINAL
ap-4612	135	5	〉	CARDINAL
ap-4612	135	6	∈	ORG
ap-4612	135	7	6	CARDINAL
ap-4612	137	1	〉	CARDINAL
ap-4612	138	1	〉	CARDINAL
ap-4612	139	1	∞∑ m=−∞ amr(θ	PERSON
ap-4612	139	2	2π	CARDINAL
ap-4612	142	1	∞∑ m=−∞ ame	PERSON
ap-4612	142	2	2π	CARDINAL
ap-4612	143	1	〉	CARDINAL
ap-4612	143	2	∈	ORG
ap-4612	144	1	r(θ)φ ⊂ φ	ORG
ap-4612	144	2	φ ⊂	ORG
ap-4612	146	1	uir	NORP
ap-4612	146	2	3	CARDINAL
ap-4612	146	3	s−1um(φ)s	ORG
ap-4612	147	1	0	CARDINAL
ap-4612	147	2	2π	CARDINAL
ap-4612	150	1	〉	CARDINAL
ap-4612	150	2	〉	CARDINAL
ap-4612	150	3	〉	CARDINAL
ap-4612	151	1	〉	CARDINAL
ap-4612	151	2	∈	ORG
ap-4612	151	3	6	CARDINAL
ap-4612	151	4	〉	CARDINAL
ap-4612	152	1	m=−∞ amm	PERSON
ap-4612	152	2	〉	CARDINAL
ap-4612	153	1	0	CARDINAL
ap-4612	153	2	1	DATE
ap-4612	153	3	2	CARDINAL
ap-4612	154	1	7	CARDINAL
ap-4612	154	2	∞∑ m=−∞	PERSON
ap-4612	154	3	jφ ⊂ φ	ORG
ap-4612	155	1	∀ |f	ORG
ap-4612	155	2	〉	CARDINAL
ap-4612	155	3	∈ φ	ORG
ap-4612	155	4	382	CARDINAL
ap-4612	156	1	57	CARDINAL
ap-4612	158	1	6/2017	CARDINAL
ap-4612	158	2	φ	ORG
ap-4612	159	1	j verifies jφ ⊂ φ	PERSON
ap-4612	159	2	〈jf	PERSON
ap-4612	159	3	〉	CARDINAL
ap-4612	160	1	〉	CARDINAL
ap-4612	160	2	〉	CARDINAL
ap-4612	160	3	∈	ORG
ap-4612	160	4	∈	ORG
ap-4612	160	5	φ	ORG
ap-4612	160	6	〉	CARDINAL
ap-4612	160	7	〉	CARDINAL
ap-4612	161	1	2π	CARDINAL
ap-4612	161	2	〉	CARDINAL
ap-4612	161	3	j |φ	PERSON
ap-4612	161	4	2π	CARDINAL
ap-4612	161	5	〉	CARDINAL
ap-4612	161	6	2π	CARDINAL
ap-4612	161	7	〉	CARDINAL
ap-4612	161	8	〉	CARDINAL
ap-4612	161	9	〉	CARDINAL
ap-4612	161	10	φ	GPE
ap-4612	161	11	〉	CARDINAL
ap-4612	161	12	f(φ	PERSON
ap-4612	161	13	∈	ORG
ap-4612	161	14	9	CARDINAL
ap-4612	162	1	f(φ	PERSON
ap-4612	165	1	2π	CARDINAL
ap-4612	166	1	2π	CARDINAL
ap-4612	167	1	15	CARDINAL
ap-4612	167	2	φ	ORG
ap-4612	170	1	φ	ORG
ap-4612	171	1	15	CARDINAL
ap-4612	173	1	4.	CARDINAL
ap-4612	173	2	two	CARDINAL
ap-4612	174	1	φ ⊂ h ⊂ φ×	ORG
ap-4612	174	2	⊂	ORG
ap-4612	174	3	2π	CARDINAL
ap-4612	175	1	first	ORDINAL
ap-4612	175	2	〉	CARDINAL
ap-4612	175	3	second	ORDINAL
ap-4612	176	1	first	ORDINAL
ap-4612	176	2	second	ORDINAL
ap-4612	177	1	algebras	ORG
ap-4612	178	1	5	CARDINAL
ap-4612	180	1	spanish	NORP
ap-4612	180	2	y león	PERSON
ap-4612	180	3	57129	DATE
ap-4612	181	1	1	CARDINAL
ap-4612	181	2	e. celeghini	PERSON
ap-4612	181	3	del olmo	PERSON
ap-4612	182	1	ann.	ORG
ap-4612	184	1	ny	GPE
ap-4612	184	2	335	CARDINAL
ap-4612	184	3	78–85	CARDINAL
ap-4612	184	4	2013	DATE
ap-4612	186	1	2	CARDINAL
ap-4612	186	2	e. celeghini	PERSON
ap-4612	186	3	del olmo	PERSON
ap-4612	187	1	2	CARDINAL
ap-4612	188	1	333	CARDINAL
ap-4612	188	2	90–103	CARDINAL
ap-4612	188	3	2013	DATE
ap-4612	190	1	3	CARDINAL
ap-4612	190	2	e. celeghini	PERSON
ap-4612	190	3	m. a. del olmo	PERSON
ap-4612	190	4	m.a. velasco.	PERSON
ap-4612	191	1	jacobi polynomials	ORG
ap-4612	191	2	j. phys	ORG
ap-4612	192	1	597	CARDINAL
ap-4612	192	2	012023	DATE
ap-4612	192	3	2015	CARDINAL
ap-4612	193	1	doi:10.1088/1742-6596/597/1/012023	PERSON
ap-4612	193	2	4	CARDINAL
ap-4612	195	1	new york	GPE
ap-4612	195	2	1964	DATE
ap-4612	196	1	5	CARDINAL
ap-4612	196	2	roberts	PERSON
ap-4612	197	1	hilbert spaces	ORG
ap-4612	199	1	3	CARDINAL
ap-4612	199	2	98–119	CARDINAL
ap-4612	199	3	1966	DATE
ap-4612	201	1	6	CARDINAL
ap-4612	201	2	i. general dirac formalism	ORG
ap-4612	201	3	j. math	PERSON
ap-4612	202	1	10	CARDINAL
ap-4612	202	2	53–69	CARDINAL
ap-4612	202	3	1969	DATE
ap-4612	203	1	https://doi.org/10.1063/1.1664761	PERSON
ap-4612	204	1	7	CARDINAL
ap-4612	206	1	i.	PERSON
ap-4612	206	2	j. math	PERSON
ap-4612	207	1	15	CARDINAL
ap-4612	207	2	902–916	CARDINAL
ap-4612	207	3	1974	DATE
ap-4612	208	1	https://doi.org/10.1063/1.1666769	DATE
ap-4612	209	1	8	CARDINAL
ap-4612	209	2	a. bohm	PERSON
ap-4612	210	1	78	DATE
ap-4612	210	2	berlin	GPE
ap-4612	210	3	1978	DATE
ap-4612	211	1	9	CARDINAL
ap-4612	211	2	a. bohm	PERSON
ap-4612	211	3	m. gadella	PERSON
ap-4612	212	1	dirac kets	PERSON
ap-4612	212	2	gamow	ORG
ap-4612	212	3	348	CARDINAL
ap-4612	212	4	berlin	GPE
ap-4612	212	5	1989	DATE
ap-4612	213	1	10	CARDINAL
ap-4612	213	2	m. gadella	PERSON
ap-4612	213	3	f. gómez	PERSON
ap-4612	215	1	32	DATE
ap-4612	215	2	815–869	CARDINAL
ap-4612	215	3	2002	DATE
ap-4612	217	1	11	CARDINAL
ap-4612	217	2	e. celeghini	PERSON
ap-4612	217	3	del olmo	PERSON
ap-4612	217	4	quantum	ORG
ap-4612	217	5	j. phys	ORG
ap-4612	220	1	597	CARDINAL
ap-4612	220	2	012022	DATE
ap-4612	220	3	2015	DATE
ap-4612	222	1	12	CARDINAL
ap-4612	222	2	e. celeghini	PERSON
ap-4612	222	3	m. gadella	PERSON
ap-4612	222	4	del olmo	PERSON
ap-4612	223	1	j. math	PERSON
ap-4612	225	1	57	CARDINAL
ap-4612	225	2	2016) 072105	DATE
ap-4612	226	1	13	CARDINAL
ap-4612	226	2	wu-ki tung	PERSON
ap-4612	228	1	6	CARDINAL
ap-4612	228	2	singapore	GPE
ap-4612	228	3	1985	DATE
ap-4612	229	1	383	CARDINAL
ap-4612	229	2	enrico celeghini	PERSON
ap-4612	229	3	manuel gadella	PERSON
ap-4612	229	4	del olmo acta polytechnica	ORG
ap-4612	229	5	14	CARDINAL
ap-4612	229	6	k. maurin	PERSON
ap-4612	230	1	bull	ORG
ap-4612	233	1	sci. ser.	ORG
ap-4612	234	1	sci.	ORG
ap-4612	235	1	astronom	PERSON
ap-4612	236	1	phys.	PERSON
ap-4612	236	2	7	CARDINAL
ap-4612	236	3	1959	DATE
ap-4612	236	4	471	CARDINAL
ap-4612	237	1	15	CARDINAL
ap-4612	237	2	m. gadella	PERSON
ap-4612	237	3	f. gómez	PERSON
ap-4612	238	1	109	CARDINAL
ap-4612	238	2	721–742	CARDINAL
ap-4612	238	3	2010	DATE
ap-4612	240	1	16	CARDINAL
ap-4612	240	2	k. maurin	PERSON
ap-4612	241	1	monografie matematyczne	PERSON
ap-4612	241	2	48	DATE
ap-4612	241	3	warsaw	GPE
ap-4612	241	4	1968	DATE
ap-4612	242	1	17	CARDINAL
ap-4612	242	2	m. gadella	PERSON
ap-4612	242	3	f. gómez-cubillo	PERSON
ap-4612	242	4	l. rodríguez	PERSON
ap-4612	242	5	s. wickramasekara.	PERSON
ap-4612	243	1	j. math	PERSON
ap-4612	244	1	54	DATE
ap-4612	244	2	072303	DATE
ap-4612	244	3	2013	DATE
ap-4612	246	1	18	CARDINAL
ap-4612	247	1	clarendon press	ORG
ap-4612	247	2	oxford	NORP
ap-4612	247	3	1958	DATE
ap-4612	248	1	19	CARDINAL
ap-4612	248	2	bohm	PERSON
ap-4612	248	3	m. gadella	PERSON
ap-4612	249	1	7	CARDINAL
ap-4612	249	2	086	CARDINAL
ap-4612	249	3	2011	DATE
ap-4612	250	1	20	CARDINAL
ap-4612	250	2	j. horvath	PERSON
ap-4612	250	3	addison-wesley	ORG
ap-4612	250	4	ma.	PERSON
ap-4612	250	5	1966	DATE
ap-4612	251	1	21	CARDINAL
ap-4612	251	2	a. pietsch	PERSON
ap-4612	251	3	springer,	GPE
ap-4612	251	4	berlin	GPE
ap-4612	251	5	1972	DATE
ap-4612	252	1	22	CARDINAL
ap-4612	252	2	m. reed	PERSON
ap-4612	252	3	b. simon	PERSON
ap-4612	252	4	new york	GPE
ap-4612	252	5	1972	DATE
ap-4612	253	1	384	CARDINAL
ap-4612	253	2	57(6):379–384	CARDINAL
ap-4612	253	3	2017 1	DATE
ap-4612	253	4	2	CARDINAL
ap-4612	253	5	3	CARDINAL
ap-4612	253	6	3.1	CARDINAL
ap-4612	253	7	3.2 uir	QUANTITY
ap-4612	253	8	3.3	CARDINAL
ap-4612	253	9	4	CARDINAL