id	sid	eid	entity	type
ap-1402	1	1	acta polytechnica vol	PERSON
ap-1402	2	1	51	CARDINAL
ap-1402	3	1	4/2011	CARDINAL
ap-1402	3	2	erlangen	ORG
ap-1402	3	3	3.2	CARDINAL
ap-1402	3	4	hypercomplex mechanics	ORG
ap-1402	3	5	v. kisil	PERSON
ap-1402	7	1	heisenberg group	ORG
ap-1402	8	1	1	CARDINAL
ap-1402	10	1	9	CARDINAL
ap-1402	10	2	3	CARDINAL
ap-1402	11	1	28	CARDINAL
ap-1402	11	2	34	CARDINAL
ap-1402	11	3	8.2	CARDINAL
ap-1402	11	4	12	CARDINAL
ap-1402	11	5	8	CARDINAL
ap-1402	12	1	20	CARDINAL
ap-1402	12	2	5	DATE
ap-1402	12	3	4	DATE
ap-1402	12	4	10	CARDINAL
ap-1402	14	1	37	CARDINAL
ap-1402	14	2	3.8	CARDINAL
ap-1402	14	3	35	CARDINAL
ap-1402	17	1	8	CARDINAL
ap-1402	17	2	1.2	CARDINAL
ap-1402	17	3	2×2	CARDINAL
ap-1402	19	1	28,13,30	CARDINAL
ap-1402	20	1	three	CARDINAL
ap-1402	20	2	one	CARDINAL
ap-1402	20	3	− sin t cos t	ORG
ap-1402	21	1	0	CARDINAL
ap-1402	21	2	1	CARDINAL
ap-1402	21	3	0	CARDINAL
ap-1402	21	4	∈	ORG
ap-1402	21	5	2	CARDINAL
ap-1402	21	6	∈	ORG
ap-1402	22	1	3	CARDINAL
ap-1402	23	1	three	CARDINAL
ap-1402	23	2	38	CARDINAL
ap-1402	24	1	29	CARDINAL
ap-1402	26	1	one	CARDINAL
ap-1402	26	2	−1	DATE
ap-1402	26	3	0	CARDINAL
ap-1402	26	4	1	CARDINAL
ap-1402	28	1	25	CARDINAL
ap-1402	28	2	the heisenberg group	ORG
ap-1402	28	3	hypercomplex	NORP
ap-1402	30	1	1	CARDINAL
ap-1402	30	2	14,15,17	CARDINAL
ap-1402	30	3	16	DATE
ap-1402	30	4	18	CARDINAL
ap-1402	31	1	2	CARDINAL
ap-1402	32	1	10	CARDINAL
ap-1402	33	1	21	CARDINAL
ap-1402	33	2	27	CARDINAL
ap-1402	35	1	44	CARDINAL
ap-1402	35	2	acta polytechnica vol	PERSON
ap-1402	36	1	51	CARDINAL
ap-1402	37	1	4/2011	CARDINAL
ap-1402	39	1	0	CARDINAL
ap-1402	40	1	zero	CARDINAL
ap-1402	41	1	22	CARDINAL
ap-1402	41	2	24	CARDINAL
ap-1402	42	1	25	CARDINAL
ap-1402	42	2	three	CARDINAL
ap-1402	43	1	three	CARDINAL
ap-1402	43	2	1–3	CARDINAL
ap-1402	45	1	23	CARDINAL
ap-1402	45	2	29	CARDINAL
ap-1402	45	3	1	CARDINAL
ap-1402	45	4	k, n	ORG
ap-1402	46	1	2	CARDINAL
ap-1402	46	2	hypercomplex	ORG
ap-1402	47	1	two	CARDINAL
ap-1402	49	1	symplectomorphisms sp(2n	LAW
ap-1402	49	2	clifford algebras	ORG
ap-1402	49	3	32	CARDINAL
ap-1402	49	4	2	CARDINAL
ap-1402	49	5	∈	ORG
ap-1402	49	6	one	CARDINAL
ap-1402	49	7	1	CARDINAL
ap-1402	50	1	8	CARDINAL
ap-1402	50	2	12	CARDINAL
ap-1402	53	1	x′	DATE
ap-1402	53	2	x′	DATE
ap-1402	54	1	+ x′	DATE
ap-1402	54	2	4	CARDINAL
ap-1402	54	3	2n	CARDINAL
ap-1402	55	1	1	CARDINAL
ap-1402	55	2	x′	DATE
ap-1402	59	1	5	CARDINAL
ap-1402	59	2	the heisenberg group	ORG
ap-1402	60	1	λ(g	EVENT
ap-1402	60	2	6	CARDINAL
ap-1402	60	3	1	CARDINAL
ap-1402	61	1	ds dx	PERSON
ap-1402	63	1	±∂s	DATE
ap-1402	63	2	l(r	PERSON
ap-1402	63	3	7	CARDINAL
ap-1402	63	4	y l(r	PERSON
ap-1402	64	1	+ 1 2 x∂s	DATE
ap-1402	64	2	h 1	DATE
ap-1402	65	1	l(r	PERSON
ap-1402	65	2	y l(r	PERSON
ap-1402	70	1	8	CARDINAL
ap-1402	71	1	1.22	CARDINAL
ap-1402	71	2	11	CARDINAL
ap-1402	71	3	830	CARDINAL
ap-1402	73	1	28	CARDINAL
ap-1402	73	2	34	CARDINAL
ap-1402	74	1	the heisenberg group	ORG
ap-1402	74	2	x′	DATE
ap-1402	74	3	9	CARDINAL
ap-1402	74	4	x′	DATE
ap-1402	76	1	8	CARDINAL
ap-1402	76	2	11	CARDINAL
ap-1402	76	3	830	CARDINAL
ap-1402	76	4	two-fold	CARDINAL
ap-1402	77	1	8	CARDINAL
ap-1402	78	1	4.58	CARDINAL
ap-1402	79	1	1×|	CARDINAL
ap-1402	79	2	h′, g′	ORG
ap-1402	80	1	∗	PRODUCT
ap-1402	80	2	g ∗ g′	PERSON
ap-1402	80	3	h′ ∈	ORG
ap-1402	80	4	1	CARDINAL
ap-1402	80	5	g′ ∈	PERSON
ap-1402	80	6	9	CARDINAL
ap-1402	81	1	31	CARDINAL
ap-1402	82	1	36	CARDINAL
ap-1402	82	2	35	CARDINAL
ap-1402	83	1	45	CARDINAL
ap-1402	83	2	acta polytechnica vol.	PERSON
ap-1402	84	1	51	CARDINAL
ap-1402	85	1	4/2011	CARDINAL
ap-1402	86	1	34	CARDINAL
ap-1402	86	2	1 2	CARDINAL
ap-1402	86	3	1 2	CARDINAL
ap-1402	86	4	0	CARDINAL
ap-1402	88	1	2b	CARDINAL
ap-1402	88	2	−1 2 z.	MONEY
ap-1402	88	3	10	CARDINAL
ap-1402	88	4	one	CARDINAL
ap-1402	88	5	k, n	ORG
ap-1402	89	1	1×|	CARDINAL
ap-1402	90	1	10	CARDINAL
ap-1402	91	1	1 2 x	QUANTITY
ap-1402	91	2	11	CARDINAL
ap-1402	91	3	2 x	QUANTITY
ap-1402	92	1	12	CARDINAL
ap-1402	92	2	the heisenberg group	ORG
ap-1402	92	3	⊕ ρswh̄	PERSON
ap-1402	92	4	1	CARDINAL
ap-1402	92	5	8	CARDINAL
ap-1402	92	6	1	CARDINAL
ap-1402	92	7	25	CARDINAL
ap-1402	92	8	3.5	CARDINAL
ap-1402	93	1	ρχ(s	CARDINAL
ap-1402	93	2	e2πih̄(s−xy/2)+2πixq	TIME
ap-1402	93	3	f(q − h̄y	PERSON
ap-1402	94	1	13	CARDINAL
ap-1402	94	2	2πiq	CARDINAL
ap-1402	94	3	ρh̄(y	ORG
ap-1402	95	1	2πih̄i	CARDINAL
ap-1402	96	1	14	CARDINAL
ap-1402	97	1	35	CARDINAL
ap-1402	97	2	2.2	CARDINAL
ap-1402	98	1	8	CARDINAL
ap-1402	98	2	4.3	CARDINAL
ap-1402	99	1	2	CARDINAL
ap-1402	99	2	1 4	DATE
ap-1402	100	1	8π	CARDINAL
ap-1402	100	2	πiq2 2h̄	ORG
ap-1402	100	3	4π d2	MONEY
ap-1402	101	1	14–15	CARDINAL
ap-1402	102	1	ρswh̄	PERSON
ap-1402	103	1	4πh̄	CARDINAL
ap-1402	105	1	16	CARDINAL
ap-1402	107	1	ρswh̄	PERSON
ap-1402	108	1	ρh̄(x)2	CARDINAL
ap-1402	108	2	− ρh̄(y	PERSON
ap-1402	108	3	2	CARDINAL
ap-1402	108	4	17	CARDINAL
ap-1402	109	1	4πh̄	CARDINAL
ap-1402	109	2	2	CARDINAL
ap-1402	110	1	18	CARDINAL
ap-1402	110	2	9	CARDINAL
ap-1402	110	3	2.2.4	CARDINAL
ap-1402	111	1	ρswh̄	PERSON
ap-1402	113	1	ρswh̄	PERSON
ap-1402	114	1	4π d2 dq2	MONEY
ap-1402	115	1	three	CARDINAL
ap-1402	115	2	1	CARDINAL
ap-1402	115	3	37	CARDINAL
ap-1402	115	4	3.8	CARDINAL
ap-1402	116	1	three	CARDINAL
ap-1402	116	2	hypercomplex	NORP
ap-1402	119	1	23	CARDINAL
ap-1402	122	1	1	CARDINAL
ap-1402	122	2	three	CARDINAL
ap-1402	122	3	linear symplectic transformations	ORG
ap-1402	122	4	46	CARDINAL
ap-1402	123	1	51	CARDINAL
ap-1402	124	1	4/2011	CARDINAL
ap-1402	124	2	2	CARDINAL
ap-1402	124	3	the heisenberg group	ORG
ap-1402	124	4	12	CARDINAL
ap-1402	124	5	1.7	CARDINAL
ap-1402	124	6	8	CARDINAL
ap-1402	124	7	6	CARDINAL
ap-1402	125	1	25	CARDINAL
ap-1402	125	2	3.2	CARDINAL
ap-1402	126	1	19	CARDINAL
ap-1402	129	1	20	CARDINAL
ap-1402	130	1	ρswf	NORP
ap-1402	130	2	1 2	CARDINAL
ap-1402	130	3	ρswf	PERSON
ap-1402	130	4	2	MONEY
ap-1402	130	5	21	CARDINAL
ap-1402	132	1	15	CARDINAL
ap-1402	133	1	ρswh̄1	LANGUAGE
ap-1402	133	2	ρswh̄2	CARDINAL
ap-1402	133	3	0	CARDINAL
ap-1402	134	1	8	CARDINAL
ap-1402	135	1	4.57	CARDINAL
ap-1402	137	1	3	CARDINAL
ap-1402	137	2	1×|	CARDINAL
ap-1402	138	1	28	CARDINAL
ap-1402	138	2	§ vi.1	ORG
ap-1402	138	3	x̃	ORG
ap-1402	138	4	ρ(x	PERSON
ap-1402	138	5	x̃	ORG
ap-1402	138	6	∈	ORG
ap-1402	138	7	taylor	PERSON
ap-1402	139	1	three	CARDINAL
ap-1402	139	2	three	CARDINAL
ap-1402	139	3	1–3	CARDINAL
ap-1402	142	1	9	CARDINAL
ap-1402	142	2	− sin t cos t	ORG
ap-1402	143	1	15	CARDINAL
ap-1402	144	1	half-integer k ∈ z/2	QUANTITY
ap-1402	145	1	12	CARDINAL
ap-1402	145	2	22	CARDINAL
ap-1402	145	3	8	CARDINAL
ap-1402	145	4	1.7	CARDINAL
ap-1402	145	5	7	CARDINAL
ap-1402	146	1	8	CARDINAL
ap-1402	146	2	49	CARDINAL
ap-1402	146	3	28	CARDINAL
ap-1402	147	1	34	CARDINAL
ap-1402	147	2	8.2	CARDINAL
ap-1402	148	1	3	CARDINAL
ap-1402	150	1	z̃	ORG
ap-1402	151	1	λ±l±.	DATE
ap-1402	151	2	23	CARDINAL
ap-1402	151	3	l±	PERSON
ap-1402	151	4	28	CARDINAL
ap-1402	152	1	1	CARDINAL
ap-1402	152	2	hamiltonian	NORP
ap-1402	152	3	cartan	GPE
ap-1402	153	1	only two	CARDINAL
ap-1402	153	2	sl2	NORP
ap-1402	154	1	third	ORDINAL
ap-1402	154	2	cartan	GPE
ap-1402	156	1	23	CARDINAL
ap-1402	156	2	z̃	GPE
ap-1402	156	3	z̃(l+vk	PERSON
ap-1402	157	1	ikl+vk + λ+l+vk	ORG
ap-1402	158	1	24	CARDINAL
ap-1402	158	2	25	CARDINAL
ap-1402	158	3	two	CARDINAL
ap-1402	158	4	algebras	ORG
ap-1402	160	1	3.1	CARDINAL
ap-1402	160	2	the heisenberg group	ORG
ap-1402	160	3	l+	ORG
ap-1402	161	1	11–12	CARDINAL
ap-1402	161	2	23	CARDINAL
ap-1402	161	3	47	CARDINAL
ap-1402	162	1	51	CARDINAL
ap-1402	163	1	4/2011	CARDINAL
ap-1402	165	1	x̃	ORG
ap-1402	166	1	2	CARDINAL
ap-1402	166	2	1×|	CARDINAL
ap-1402	167	1	1	CARDINAL
ap-1402	168	1	the heisenberg group	ORG
ap-1402	168	2	eigenfunctions	CARDINAL
ap-1402	169	1	14	CARDINAL
ap-1402	170	1	±	CARDINAL
ap-1402	171	1	26	CARDINAL
ap-1402	171	2	8	CARDINAL
ap-1402	171	3	1.7	CARDINAL
ap-1402	172	1	9	CARDINAL
ap-1402	173	1	z̃	GPE
ap-1402	173	2	2	CARDINAL
ap-1402	174	1	l+	ORG
ap-1402	175	1	25	CARDINAL
ap-1402	175	2	0	CARDINAL
ap-1402	175	3	1	DATE
ap-1402	175	4	2	CARDINAL
ap-1402	177	1	the heisenberg group	ORG
ap-1402	178	1	12	CARDINAL
ap-1402	178	2	8	CARDINAL
ap-1402	179	1	l+	ORG
ap-1402	179	2	x̃ −	ORG
ap-1402	179	3	26	CARDINAL
ap-1402	179	4	cor	ORG
ap-1402	179	5	24	CARDINAL
ap-1402	182	1	27	CARDINAL
ap-1402	183	1	3.2	CARDINAL
ap-1402	183	2	23	CARDINAL
ap-1402	185	1	10	CARDINAL
ap-1402	185	2	23	CARDINAL
ap-1402	185	3	0	CARDINAL
ap-1402	185	4	2a	CARDINAL
ap-1402	186	1	0	CARDINAL
ap-1402	186	2	2	CARDINAL
ap-1402	186	3	= ±iã + b̃.	ORG
ap-1402	186	4	15	CARDINAL
ap-1402	186	5	2	CARDINAL
ap-1402	187	1	8π	CARDINAL
ap-1402	187	2	πiq2 2h̄	ORG
ap-1402	190	1	i 8πh̄ ( ∓2πq + h̄	ORG
ap-1402	190	2	2	CARDINAL
ap-1402	191	1	28	CARDINAL
ap-1402	191	2	2i	CARDINAL
ap-1402	191	3	2	CARDINAL
ap-1402	191	4	25	CARDINAL
ap-1402	191	5	the heisenberg group	ORG
ap-1402	192	1	26	CARDINAL
ap-1402	192	2	28	CARDINAL
ap-1402	192	3	2	CARDINAL
ap-1402	193	1	4	CARDINAL
ap-1402	193	2	2b	CARDINAL
ap-1402	193	3	37	CARDINAL
ap-1402	193	4	3.8	CARDINAL
ap-1402	194	1	one	CARDINAL
ap-1402	195	1	ρswh̄	PERSON
ap-1402	195	2	2b)vν	CARDINAL
ap-1402	195	3	1 2	CARDINAL
ap-1402	195	4	7	CARDINAL
ap-1402	195	5	8.2	CARDINAL
ap-1402	195	6	33	CARDINAL
ap-1402	195	7	35	CARDINAL
ap-1402	196	1	one	CARDINAL
ap-1402	196	2	13	CARDINAL
ap-1402	196	3	30	CARDINAL
ap-1402	197	1	two	CARDINAL
ap-1402	198	1	4.1	CARDINAL
ap-1402	199	1	11–12	CARDINAL
ap-1402	199	2	linear	ORG
ap-1402	201	1	29	CARDINAL
ap-1402	201	2	0	CARDINAL
ap-1402	203	1	x̃ ∓ ỹ	WORK_OF_ART
ap-1402	204	1	14	CARDINAL
ap-1402	204	2	l±	CARDINAL
ap-1402	204	3	2πiq ± h̄	QUANTITY
ap-1402	205	1	30	CARDINAL
ap-1402	205	2	1 2	CARDINAL
ap-1402	205	3	48	CARDINAL
ap-1402	205	4	acta polytechnica vol.	PERSON
ap-1402	206	1	51	CARDINAL
ap-1402	207	1	4/2011 ρswh̄	QUANTITY
ap-1402	207	2	2b	CARDINAL
ap-1402	207	3	±1 2	PERSON
ap-1402	210	1	2b̃	CARDINAL
ap-1402	211	1	4c	CARDINAL
ap-1402	211	2	0	CARDINAL
ap-1402	212	1	4	CARDINAL
ap-1402	213	1	2h	CARDINAL
ap-1402	213	2	13	CARDINAL
ap-1402	214	1	30	CARDINAL
ap-1402	215	1	h1or	NORP
ap-1402	215	2	one	CARDINAL
ap-1402	215	3	2h	CARDINAL
ap-1402	216	1	2h	CARDINAL
ap-1402	217	1	4πh̄	CARDINAL
ap-1402	217	2	2	CARDINAL
ap-1402	217	3	4.2	CARDINAL
ap-1402	217	4	17,16,18	CARDINAL
ap-1402	218	1	1	CARDINAL
ap-1402	218	2	j sinh(ht	PERSON
ap-1402	218	3	25	CARDINAL
ap-1402	218	4	4.5	CARDINAL
ap-1402	219	1	13	CARDINAL
ap-1402	219	2	x′	DATE
ap-1402	220	1	31	CARDINAL
ap-1402	221	1	32) ρjh(s	DATE
ap-1402	222	1	jhi	PERSON
ap-1402	224	1	15): ρswh	DATE
ap-1402	225	1	2	CARDINAL
ap-1402	225	2	1 4	DATE
ap-1402	225	3	jh 4	PERSON
ap-1402	225	4	4h	CARDINAL
ap-1402	225	5	33	CARDINAL
ap-1402	225	6	2h	CARDINAL
ap-1402	226	1	15	CARDINAL
ap-1402	230	1	1 2ρ	CARDINAL
ap-1402	230	2	j h(s	PERSON
ap-1402	231	1	34	CARDINAL
ap-1402	233	1	ρswh	PERSON
ap-1402	233	2	j 4h	PERSON
ap-1402	233	3	2	CARDINAL
ap-1402	233	4	35) ρswh	TIME
ap-1402	234	1	2h	CARDINAL
ap-1402	234	2	2	CARDINAL
ap-1402	235	1	36	CARDINAL
ap-1402	235	2	hypercomplex	ORG
ap-1402	236	1	2ρswh	CARDINAL
ap-1402	236	2	1 2	CARDINAL
ap-1402	236	3	± √ 2	MONEY
ap-1402	236	4	7	CARDINAL
ap-1402	236	5	8.2	CARDINAL
ap-1402	237	1	22	CARDINAL
ap-1402	238	1	29	CARDINAL
ap-1402	238	2	11–12	CARDINAL
ap-1402	241	1	x̃ ∓ ỹ = jq ± h d dq	WORK_OF_ART
ap-1402	242	1	1	CARDINAL
ap-1402	242	2	29	CARDINAL
ap-1402	243	1	26	CARDINAL
ap-1402	244	1	jq ±	PERSON
ap-1402	246	1	±1	PERSON
ap-1402	247	1	two	CARDINAL
ap-1402	247	2	1	CARDINAL
ap-1402	248	1	1 2	CARDINAL
ap-1402	248	2	2/(2h	CARDINAL
ap-1402	248	3	2h	CARDINAL
ap-1402	248	4	2h	CARDINAL
ap-1402	248	5	2	CARDINAL
ap-1402	249	1	2ρswh	CARDINAL
ap-1402	249	2	j 2	PERSON
ap-1402	249	3	2	CARDINAL
ap-1402	250	1	the heisenberg group	ORG
ap-1402	250	2	26	CARDINAL
ap-1402	250	3	cor	ORG
ap-1402	250	4	24	CARDINAL
ap-1402	255	1	49	CARDINAL
ap-1402	256	1	51	CARDINAL
ap-1402	257	1	4/2011	CARDINAL
ap-1402	257	2	1	CARDINAL
ap-1402	257	3	2d	DATE
ap-1402	258	1	l± h	GPE
ap-1402	258	2	1	CARDINAL
ap-1402	259	1	l± j	PERSON
ap-1402	259	2	1 2	CARDINAL
ap-1402	259	3	2	CARDINAL
ap-1402	260	1	27	CARDINAL
ap-1402	261	1	2d	CARDINAL
ap-1402	262	1	zero	CARDINAL
ap-1402	262	2	half	CARDINAL
ap-1402	262	3	zero	CARDINAL
ap-1402	262	4	1 ±	CARDINAL
ap-1402	262	5	two	CARDINAL
ap-1402	263	1	23	CARDINAL
ap-1402	263	2	2h	CARDINAL
ap-1402	263	3	2	CARDINAL
ap-1402	263	4	1 4	CARDINAL
ap-1402	263	5	− jh 4	PERSON
ap-1402	263	6	4h	CARDINAL
ap-1402	264	1	j 4h	PERSON
ap-1402	264	2	l±	CARDINAL
ap-1402	264	3	2	CARDINAL
ap-1402	264	4	2j	CARDINAL
ap-1402	265	1	jq 2 d dq ∓ j 4	PERSON
ap-1402	265	2	− jh 4	PERSON
ap-1402	266	1	4h	CARDINAL
ap-1402	267	1	2	CARDINAL
ap-1402	267	2	2h	CARDINAL
ap-1402	267	3	2h	CARDINAL
ap-1402	267	4	1	CARDINAL
ap-1402	267	5	5	CARDINAL
ap-1402	268	1	37	CARDINAL
ap-1402	268	2	3.8	CARDINAL
ap-1402	269	1	14–15	CARDINAL
ap-1402	271	1	0	CARDINAL
ap-1402	272	1	37	CARDINAL
ap-1402	272	2	0	CARDINAL
ap-1402	272	3	0	CARDINAL
ap-1402	273	1	zero	CARDINAL
ap-1402	274	1	24	CARDINAL
ap-1402	275	1	the heisenberg group	ORG
ap-1402	276	1	25	CARDINAL
ap-1402	276	2	4.11	CARDINAL
ap-1402	277	1	1	CARDINAL
ap-1402	277	2	f(q	GPE
ap-1402	279	1	38	CARDINAL
ap-1402	280	1	2πiq	MONEY
ap-1402	280	2	h(y	GPE
ap-1402	280	3	2πi	ORG
ap-1402	281	1	39	CARDINAL
ap-1402	283	1	25	CARDINAL
ap-1402	283	2	4.9	CARDINAL
ap-1402	284	1	19	DATE
ap-1402	284	2	h(s	PERSON
ap-1402	285	1	40	CARDINAL
ap-1402	285	2	f(q	GPE
ap-1402	287	1	q(q	PERSON
ap-1402	292	1	h(y	GPE
ap-1402	293	1	41	CARDINAL
ap-1402	295	1	50	CARDINAL
ap-1402	295	2	acta polytechnica vol	PERSON
ap-1402	295	3	51	CARDINAL
ap-1402	296	1	4/2011	CARDINAL
ap-1402	296	2	one	CARDINAL
ap-1402	296	3	21	CARDINAL
ap-1402	297	1	eμp/qf(q	DATE
ap-1402	297	2	42	CARDINAL
ap-1402	297	3	f(q	GPE
ap-1402	298	1	linear	ORG
ap-1402	298	2	l± ε = ax̃	PERSON
ap-1402	299	1	37	CARDINAL
ap-1402	300	1	0	CARDINAL
ap-1402	300	2	0	CARDINAL
ap-1402	303	1	42	CARDINAL
ap-1402	304	1	eμp/qf(q	DATE
ap-1402	305	1	eμ0p	GPE
ap-1402	306	1	43	CARDINAL
ap-1402	307	1	l±	CARDINAL
ap-1402	307	2	±	CARDINAL
ap-1402	308	1	one	CARDINAL
ap-1402	310	1	+ 2c	CARDINAL
ap-1402	310	2	2	CARDINAL
ap-1402	312	1	∈	ORG
ap-1402	313	1	2	CARDINAL
ap-1402	314	1	6	CARDINAL
ap-1402	315	1	firstly	ORDINAL
ap-1402	315	2	23	CARDINAL
ap-1402	315	3	rem	ORG
ap-1402	315	4	•	CARDINAL
ap-1402	315	5	•	CARDINAL
ap-1402	315	6	•	CARDINAL
ap-1402	317	1	33	CARDINAL
ap-1402	317	2	23	CARDINAL
ap-1402	317	3	∈	ORG
ap-1402	317	4	k, n ′	FAC
ap-1402	317	5	a′	ORG
ap-1402	317	6	2b	CARDINAL
ap-1402	318	1	hypercomplex	ORG
ap-1402	320	1	1	CARDINAL
ap-1402	323	1	2.	CARDINAL
ap-1402	323	2	2	CARDINAL
ap-1402	323	3	∈	ORG
ap-1402	323	4	•	CARDINAL
ap-1402	325	1	•	CARDINAL
ap-1402	328	1	•	CARDINAL
ap-1402	329	1	19	CARDINAL
ap-1402	329	2	6.2	CARDINAL
ap-1402	333	1	1	CARDINAL
ap-1402	333	2	v. i.:	PERSON
ap-1402	334	1	60	CARDINAL
ap-1402	334	2	new york	GPE
ap-1402	334	3	1991	DATE
ap-1402	335	1	1974	DATE
ap-1402	335	2	russian	NORP
ap-1402	335	3	k. vogtmann	PERSON
ap-1402	335	4	a. weinstein	PERSON
ap-1402	335	5	second	ORDINAL
ap-1402	335	6	1989	DATE
ap-1402	336	1	2	CARDINAL
ap-1402	336	2	azizov	GPE
ap-1402	336	3	t. ja.	PERSON
ap-1402	336	4	iohvidov	ORG
ap-1402	336	5	i. s.:	PERSON
ap-1402	338	1	26	CARDINAL
ap-1402	338	2	1971	DATE
ap-1402	338	3	4	CARDINAL
ap-1402	338	4	160	CARDINAL
ap-1402	338	5	43–92	CARDINAL
ap-1402	339	1	3	CARDINAL
ap-1402	339	2	boyer	PERSON
ap-1402	340	1	miller	ORG
ap-1402	340	2	w., jr.	PERSON
ap-1402	340	3	second	ORDINAL
ap-1402	340	4	two	CARDINAL
ap-1402	340	5	j. mathematical phys	ORG
ap-1402	341	1	15 (1974	DATE
ap-1402	341	2	1 484–1489	CARDINAL
ap-1402	342	1	4	CARDINAL
ap-1402	342	2	j.	GPE
ap-1402	342	3	kisil	PERSON
ap-1402	345	1	sci	ORG
ap-1402	346	1	22 (1999	DATE
ap-1402	347	1	4	CARDINAL
ap-1402	347	2	353–373	DATE
ap-1402	348	1	51	CARDINAL
ap-1402	348	2	acta polytechnica vol	PERSON
ap-1402	348	3	51	CARDINAL
ap-1402	349	1	4/2011	CARDINAL
ap-1402	350	1	5	CARDINAL
ap-1402	350	2	d.	NORP
ap-1402	350	3	faustino	PRODUCT
ap-1402	350	4	kraußhar	PERSON
ap-1402	350	5	r.	NORP
ap-1402	350	6	maxwell	ORG
ap-1402	350	7	44	DATE
ap-1402	350	8	2011	DATE
ap-1402	350	9	13	CARDINAL
ap-1402	350	10	135	CARDINAL
ap-1402	351	1	6	CARDINAL
ap-1402	351	2	maurice a.:	PERSON
ap-1402	351	3	landau	PERSON
ap-1402	352	1	33	CARDINAL
ap-1402	352	2	10–12	CARDINAL
ap-1402	352	3	2	CARDINAL
ap-1402	353	1	7	CARDINAL
ap-1402	353	2	magnus	GPE
ap-1402	353	3	w.	PERSON
ap-1402	353	4	oberhettinger	PERSON
ap-1402	353	5	f.	PERSON
ap-1402	353	6	f. g.:	PERSON
ap-1402	355	1	melbourne	PERSON
ap-1402	355	2	robert e. krieger publishing co. inc.	PERSON
ap-1402	355	3	fla.	GPE
ap-1402	355	4	1981	DATE
ap-1402	356	1	harry bateman	PERSON
ap-1402	356	2	1953	DATE
ap-1402	357	1	8	CARDINAL
ap-1402	357	2	g. b.:	PERSON
ap-1402	358	1	122	CARDINAL
ap-1402	358	2	princeton : princeton university press	ORG
ap-1402	358	3	nj	ORG
ap-1402	358	4	1989	DATE
ap-1402	359	1	9	CARDINAL
ap-1402	359	2	gazeau	ORG
ap-1402	361	1	wiley-vch verlag	ORG
ap-1402	361	2	2009	DATE
ap-1402	362	1	10	CARDINAL
ap-1402	362	2	kuzhel	PERSON
ap-1402	362	3	s.: pt -symmetry	PERSON
ap-1402	362	4	cartan decompositions	PERSON
ap-1402	362	5	clifford algebras	GPE
ap-1402	362	6	journal of physics	ORG
ap-1402	362	7	43	DATE
ap-1402	362	8	2010	DATE
ap-1402	362	9	39	CARDINAL
ap-1402	362	10	392 002	CARDINAL
ap-1402	363	1	11	CARDINAL
ap-1402	363	2	r.	NORP
ap-1402	363	3	roger howe	PERSON
ap-1402	363	4	the heisenberg group	ORG
ap-1402	364	1	n.s.	GPE
ap-1402	364	2	3	CARDINAL
ap-1402	364	3	1980	DATE
ap-1402	364	4	2	CARDINAL
ap-1402	365	1	12	CARDINAL
ap-1402	365	2	r.	NORP
ap-1402	365	3	quantum	ORG
ap-1402	365	4	j. funct	PERSON
ap-1402	367	1	38	CARDINAL
ap-1402	367	2	1980	DATE
ap-1402	367	3	2	CARDINAL
ap-1402	367	4	188–254	CARDINAL
ap-1402	368	1	13	CARDINAL
ap-1402	368	2	r.	NORP
ap-1402	368	3	tan	PERSON
ap-1402	368	4	e. ch	PERSON
ap-1402	368	5	non-abelian	NORP
ap-1402	369	1	new york	GPE
ap-1402	369	2	1992	DATE
ap-1402	370	1	14	CARDINAL
ap-1402	370	2	r.	NORP
ap-1402	370	3	d. phil	PERSON
ap-1402	371	1	oxford	NORP
ap-1402	371	2	bodleian	NORP
ap-1402	371	3	1966	DATE
ap-1402	372	1	15	CARDINAL
ap-1402	372	2	hudson	NORP
ap-1402	372	3	2, 2004	DATE
ap-1402	374	1	16	CARDINAL
ap-1402	374	2	a. yu	PERSON
ap-1402	375	1	akad	PERSON
ap-1402	376	1	402	CARDINAL
ap-1402	376	2	2005	DATE
ap-1402	376	3	2	CARDINAL
ap-1402	376	4	170–172	DATE
ap-1402	377	1	17	CARDINAL
ap-1402	377	2	a.:	PERSON
ap-1402	377	3	adv	ORG
ap-1402	378	1	clifford algebr	PERSON
ap-1402	379	1	13 (2003	DATE
ap-1402	379	2	1	CARDINAL
ap-1402	379	3	english	LANGUAGE
ap-1402	380	1	18	CARDINAL
ap-1402	380	2	a.:	PERSON
ap-1402	381	1	clifford algebr	PERSON
ap-1402	382	1	18 (2008	DATE
ap-1402	383	1	843–852	CARDINAL
ap-1402	384	1	19	CARDINAL
ap-1402	384	2	a. a.:	PERSON
ap-1402	385	1	berlin	GPE
ap-1402	385	2	1976	DATE
ap-1402	386	1	russian	NORP
ap-1402	386	2	edwin hewitt	PERSON
ap-1402	386	3	grundlehren der mathematischenwissenschaften	PERSON
ap-1402	386	4	220	CARDINAL
ap-1402	387	1	20	CARDINAL
ap-1402	389	1	algebras	ORG
ap-1402	389	2	the heisenberg group	ORG
ap-1402	391	1	clifford algebras	PERSON
ap-1402	391	2	third	ORDINAL
ap-1402	391	3	1993	DATE
ap-1402	392	1	287–294	CARDINAL
ap-1402	393	1	21	CARDINAL
ap-1402	393	2	kisil	PERSON
ap-1402	395	1	40	CARDINAL
ap-1402	395	2	1999	DATE
ap-1402	395	3	2	CARDINAL
ap-1402	395	4	93–118	CARDINAL
ap-1402	396	1	22	CARDINAL
ap-1402	396	2	kisil	PERSON
ap-1402	399	1	72 (2005	DATE
ap-1402	399	2	6	CARDINAL
ap-1402	399	3	873–879	CARDINAL
ap-1402	400	1	23	CARDINAL
ap-1402	401	1	erlangen	ORG
ap-1402	401	2	2 1/2	CARDINAL
ap-1402	401	3	2009	DATE
ap-1402	402	1	24	CARDINAL
ap-1402	402	2	kisil	PERSON
ap-1402	402	3	aip conference	ORG
ap-1402	402	4	1 232	CARDINAL
ap-1402	402	5	2010	DATE
ap-1402	402	6	1	CARDINAL
ap-1402	402	7	306–312	CARDINAL
ap-1402	403	1	25	CARDINAL
ap-1402	403	2	kisil	PERSON
ap-1402	404	1	erlangen	ORG
ap-1402	404	2	3.1	CARDINAL
ap-1402	404	3	the heisenberg group	ORG
ap-1402	404	4	2010	DATE
ap-1402	405	1	26	CARDINAL
ap-1402	405	2	kisil	PERSON
ap-1402	406	1	284	CARDINAL
ap-1402	406	2	2011	DATE
ap-1402	406	3	1	CARDINAL
ap-1402	408	1	27	CARDINAL
ap-1402	408	2	erlangen	ORG
ap-1402	408	3	rogosin	GPE
ap-1402	408	4	s. v.	PERSON
ap-1402	408	5	koroleva	GPE
ap-1402	408	6	a. a.	PERSON
ap-1402	409	1	imperial college press	ORG
ap-1402	409	2	2011	DATE
ap-1402	409	3	1–65	CARDINAL
ap-1402	410	1	28	CARDINAL
ap-1402	410	2	s.	PERSON
ap-1402	410	3	sl2(r	TIME
ap-1402	412	1	105	CARDINAL
ap-1402	413	1	new york	GPE
ap-1402	413	2	1985	DATE
ap-1402	414	1	29	CARDINAL
ap-1402	414	2	m. a.	PERSON
ap-1402	414	3	shabat	ORG
ap-1402	415	1	problemy gidrodinamiki	PERSON
ap-1402	417	1	russian	NORP
ap-1402	418	1	moscow	GPE
ap-1402	418	2	second	ORDINAL
ap-1402	419	1	1977	DATE
ap-1402	420	1	30	CARDINAL
ap-1402	421	1	2009	DATE
ap-1402	422	1	31	CARDINAL
ap-1402	424	1	acta	PERSON
ap-1402	425	1	45, 1972/1973	DATE
ap-1402	425	2	5	CARDINAL
ap-1402	425	3	802–810	CARDINAL
ap-1402	426	1	52	CARDINAL
ap-1402	426	2	acta polytechnica vol	PERSON
ap-1402	426	3	51	CARDINAL
ap-1402	426	4	4/2011	CARDINAL
ap-1402	427	1	32	CARDINAL
ap-1402	427	2	i. r.:	PERSON
ap-1402	427	3	clifford algebras	PERSON
ap-1402	427	4	cambridge	GPE
ap-1402	427	5	cambridge	GPE
ap-1402	427	6	cambridge university press	ORG
ap-1402	427	7	1995	DATE
ap-1402	427	8	50	CARDINAL
ap-1402	428	1	33	CARDINAL
ap-1402	428	2	srivastava	ORG
ap-1402	428	3	h. m.	PERSON
ap-1402	428	4	v. k.	PERSON
ap-1402	428	5	yakubovich	PERSON
ap-1402	428	6	s. b.:	PERSON
ap-1402	428	7	sturm-liouville	ORG
ap-1402	428	8	q. j. math	PERSON
ap-1402	429	1	51	CARDINAL
ap-1402	429	2	3	CARDINAL
ap-1402	429	3	371–383	CARDINAL
ap-1402	430	1	34	CARDINAL
ap-1402	430	2	taylor	PERSON
ap-1402	430	3	m. e.:	PERSON
ap-1402	430	4	noncommutative	NORP
ap-1402	432	1	22	CARDINAL
ap-1402	432	2	american	NORP
ap-1402	432	3	ri	GPE
ap-1402	432	4	1986	DATE
ap-1402	433	1	35	CARDINAL
ap-1402	433	2	10 (2008	DATE
ap-1402	433	3	5	CARDINAL
ap-1402	433	4	055 006	CARDINAL
ap-1402	433	5	14	CARDINAL
ap-1402	434	1	36	CARDINAL
ap-1402	434	2	linear	ORG
ap-1402	434	3	12	CARDINAL
ap-1402	434	4	2010	DATE
ap-1402	434	5	3	CARDINAL
ap-1402	434	6	035 701	CARDINAL
ap-1402	434	7	11	CARDINAL
ap-1402	435	1	37	CARDINAL
ap-1402	435	2	c. e.:	PERSON
ap-1402	436	1	2010	DATE
ap-1402	437	1	38	CARDINAL
ap-1402	437	2	i. m.:	PERSON
ap-1402	437	3	non-euclidean	NORP
ap-1402	438	1	new york	GPE
ap-1402	438	2	springerverlag, 1979	DATE
ap-1402	439	1	heidelberg science library	ORG
ap-1402	439	2	russian	NORP
ap-1402	439	3	abe shenitzer	PERSON
ap-1402	439	4	basil gordon.	PERSON
ap-1402	440	1	vladimir v. kisil e-mail	PERSON
ap-1402	440	2	kisilv@maths.leeds.ac.uk	PERSON
ap-1402	440	3	university of leeds leeds ls2 9jt	ORG
ap-1402	440	4	53	CARDINAL