id	sid	eid	entity	type
ap-1213	1	1	ap-3-10.dvi acta polytechnica vol.	ORG
ap-1213	2	1	50	CARDINAL
ap-1213	3	1	algebraic	PERSON
ap-1213	3	2	m. schnabl	PERSON
ap-1213	4	1	witten	PERSON
ap-1213	5	1	the last year	DATE
ap-1213	6	1	jǐŕı niederle’s	PERSON
ap-1213	6	2	70th	ORDINAL
ap-1213	7	1	1	CARDINAL
ap-1213	9	1	first	ORDINAL
ap-1213	10	1	two	CARDINAL
ap-1213	12	1	perturbative	NORP
ap-1213	13	1	one	CARDINAL
ap-1213	14	1	one	CARDINAL
ap-1213	14	2	cft	PERSON
ap-1213	15	1	two	CARDINAL
ap-1213	16	1	maxwell	ORG
ap-1213	17	1	two	CARDINAL
ap-1213	17	2	two	CARDINAL
ap-1213	18	1	cft	PERSON
ap-1213	18	2	two	CARDINAL
ap-1213	19	1	the einstein-hilbert	ORG
ap-1213	20	1	one	CARDINAL
ap-1213	21	1	half	CARDINAL
ap-1213	23	1	cft	PERSON
ap-1213	24	1	the einstein-hilbert	ORG
ap-1213	27	1	1	CARDINAL
ap-1213	27	2	2	CARDINAL
ap-1213	27	3	one	CARDINAL
ap-1213	27	4	one	CARDINAL
ap-1213	27	5	cft	PERSON
ap-1213	29	1	first	ORDINAL
ap-1213	29	2	cft	PERSON
ap-1213	30	1	5	CARDINAL
ap-1213	30	2	6	CARDINAL
ap-1213	33	1	2 précis	CARDINAL
ap-1213	33	2	witten	PERSON
ap-1213	33	3	chern-simons	ORG
ap-1213	33	4	3	CARDINAL
ap-1213	34	1	1parts	CARDINAL
ap-1213	34	2	the kavli institute for theoretical physics	ORG
ap-1213	34	3	the aspen center for physics	ORG
ap-1213	34	4	the simons center for geometry	ORG
ap-1213	34	5	the yukawa institute for physics	ORG
ap-1213	36	1	2there	CARDINAL
ap-1213	36	2	more than one	CARDINAL
ap-1213	38	1	102	CARDINAL
ap-1213	38	2	acta polytechnica vol.	PERSON
ap-1213	39	1	50	CARDINAL
ap-1213	41	1	0	CARDINAL
ap-1213	42	1	bcft	PERSON
ap-1213	44	1	first	ORDINAL
ap-1213	47	1	〉	CARDINAL
ap-1213	48	1	k〉	PERSON
ap-1213	48	2	2.1	CARDINAL
ap-1213	48	3	first	ORDINAL
ap-1213	50	1	second	ORDINAL
ap-1213	51	1	1 2 〈ψ	QUANTITY
ap-1213	51	2	2.2	CARDINAL
ap-1213	51	3	witten	PERSON
ap-1213	53	1	2.3	CARDINAL
ap-1213	53	2	∈	ORG
ap-1213	55	1	witten	PERSON
ap-1213	55	2	〉	CARDINAL
ap-1213	56	1	4	CARDINAL
ap-1213	56	2	3	CARDINAL
ap-1213	58	1	x(σ	PERSON
ap-1213	59	1	3.4	CARDINAL
ap-1213	60	1	some years	DATE
ap-1213	63	1	1.5	CARDINAL
ap-1213	67	1	two	CARDINAL
ap-1213	70	1	first	ORDINAL
ap-1213	72	1	e−k	GPE
ap-1213	75	1	6	CARDINAL
ap-1213	75	2	8	CARDINAL
ap-1213	76	1	5	CARDINAL
ap-1213	76	2	witten	PERSON
ap-1213	76	3	σ	ORG
ap-1213	77	1	103	CARDINAL
ap-1213	77	2	50 no	CARDINAL
ap-1213	78	1	3/2010	CARDINAL
ap-1213	79	1	1	CARDINAL
ap-1213	79	2	witten	PERSON
ap-1213	80	1	two	CARDINAL
ap-1213	81	1	〉	CARDINAL
ap-1213	81	2	as |φ1〉 ∗	MONEY
ap-1213	81	3	〉	CARDINAL
ap-1213	82	1	3.5	CARDINAL
ap-1213	82	2	〉	CARDINAL
ap-1213	83	1	〉	CARDINAL
ap-1213	83	2	〉	CARDINAL
ap-1213	83	3	〉	CARDINAL
ap-1213	84	1	3.6	CARDINAL
ap-1213	84	2	〉	CARDINAL
ap-1213	87	1	ek/2	ORDINAL
ap-1213	87	2	two	CARDINAL
ap-1213	88	1	1	CARDINAL
ap-1213	90	1	4	CARDINAL
ap-1213	90	2	qbψ+ψ	ORG
ap-1213	90	3	4.7	CARDINAL
ap-1213	91	1	first	ORDINAL
ap-1213	91	2	zero	CARDINAL
ap-1213	92	1	k. one	PERSON
ap-1213	93	1	0	CARDINAL
ap-1213	93	2	1	CARDINAL
ap-1213	93	3	4.8	CARDINAL
ap-1213	95	1	4.9	CARDINAL
ap-1213	95	2	0	CARDINAL
ap-1213	95	3	qbb = k	PERSON
ap-1213	96	1	4.10	CARDINAL
ap-1213	97	1	one	CARDINAL
ap-1213	97	2	4.11	CARDINAL
ap-1213	98	1	αc−	DATE
ap-1213	99	1	4.12	CARDINAL
ap-1213	101	1	9	CARDINAL
ap-1213	101	2	10	CARDINAL
ap-1213	101	3	11	CARDINAL
ap-1213	101	4	12	CARDINAL
ap-1213	102	1	1−	MONEY
ap-1213	102	2	4.13	CARDINAL
ap-1213	103	1	1	CARDINAL
ap-1213	104	1	4.14	CARDINAL
ap-1213	106	1	104	CARDINAL
ap-1213	107	1	50	CARDINAL
ap-1213	108	1	bc	ORG
ap-1213	108	2	1− fbcf	DATE
ap-1213	108	3	−1	DATE
ap-1213	108	4	1	CARDINAL
ap-1213	109	1	2	CARDINAL
ap-1213	110	1	4.15	CARDINAL
ap-1213	110	2	f̃	PRODUCT
ap-1213	112	1	2	CARDINAL
ap-1213	114	1	∗.	PERSON
ap-1213	114	2	4.16	CARDINAL
ap-1213	114	3	second	ORDINAL
ap-1213	116	1	13	CARDINAL
ap-1213	116	2	1−	MONEY
ap-1213	116	3	4.17	CARDINAL
ap-1213	116	4	1	CARDINAL
ap-1213	118	1	14	CARDINAL
ap-1213	119	1	1−f	CARDINAL
ap-1213	119	2	perturbative	NORP
ap-1213	119	3	0	CARDINAL
ap-1213	121	1	4.18	CARDINAL
ap-1213	121	2	1	CARDINAL
ap-1213	121	3	1	CARDINAL
ap-1213	121	4	1	CARDINAL
ap-1213	122	1	5	CARDINAL
ap-1213	128	1	dαf(α)e−αk	ORG
ap-1213	129	1	5.19	CARDINAL
ap-1213	130	1	∈	ORG
ap-1213	133	1	laurent schwartz	PERSON
ap-1213	133	2	more than sixty years ago	DATE
ap-1213	134	1	15	CARDINAL
ap-1213	135	1	schwartz	ORG
ap-1213	135	2	⊂	GPE
ap-1213	135	3	⊂	GPE
ap-1213	136	1	⊂	GPE
ap-1213	137	1	⊂	GPE
ap-1213	137	2	⊂	GPE
ap-1213	137	3	⊂	GPE
ap-1213	138	1	⊂	GPE
ap-1213	138	2	d′ lp ⊂	PERSON
ap-1213	138	3	d′ lq	PERSON
ap-1213	138	4	ḃ′ ⊂ b′ ⊂	ORG
ap-1213	138	5	d′	PERSON
ap-1213	138	6	1 ≤	MONEY
ap-1213	138	7	first	ORDINAL
ap-1213	138	8	schwartz	ORG
ap-1213	139	1	second	ORDINAL
ap-1213	139	2	first	ORDINAL
ap-1213	139	3	o′	DATE
ap-1213	141	1	o′	PERSON
ap-1213	142	1	1 + x2)k/2	QUANTITY
ap-1213	142	2	k ∈	PERSON
ap-1213	142	3	d′	PERSON
ap-1213	142	4	ḃ. d′ lp	PERSON
ap-1213	142	5	1,∞	CARDINAL
ap-1213	142	6	1	CARDINAL
ap-1213	143	1	d′	PERSON
ap-1213	143	2	⊂	GPE
ap-1213	143	3	⊂	GPE
ap-1213	143	4	d′ lp	PERSON
ap-1213	143	5	∈	ORG
ap-1213	145	1	ḃ′	GPE
ap-1213	145	2	b′	PRODUCT
ap-1213	146	1	d′	PERSON
ap-1213	146	2	16	CARDINAL
ap-1213	146	3	17	CARDINAL
ap-1213	147	1	105	CARDINAL
ap-1213	148	1	50 no.	CARDINAL
ap-1213	149	1	5.19	CARDINAL
ap-1213	150	1	∈	ORG
ap-1213	154	1	d′	PERSON
ap-1213	156	1	k)|i	PERSON
ap-1213	156	2	〉	CARDINAL
ap-1213	158	1	+ 1)−n	DATE
ap-1213	158	2	0	CARDINAL
ap-1213	158	3	2	DATE
ap-1213	158	4	4	DATE
ap-1213	159	1	d′	PERSON
ap-1213	161	1	∗ f2(x	DATE
ap-1213	163	1	d′	PERSON
ap-1213	165	1	o′	PRODUCT
ap-1213	168	1	k)|i	PERSON
ap-1213	168	2	〉	CARDINAL
ap-1213	168	3	10	CARDINAL
ap-1213	168	4	18	CARDINAL
ap-1213	170	1	n ∈ n0	ORG
ap-1213	171	1	o′	PRODUCT
ap-1213	174	1	1	CARDINAL
ap-1213	177	1	2.	CARDINAL
ap-1213	177	2	0	CARDINAL
ap-1213	178	1	0	CARDINAL
ap-1213	179	1	3	CARDINAL
ap-1213	179	2	0	CARDINAL
ap-1213	180	1	0	DATE
ap-1213	180	2	half	CARDINAL
ap-1213	181	1	first	ORDINAL
ap-1213	181	2	two	CARDINAL
ap-1213	183	1	1+k)p	CARDINAL
ap-1213	183	2	1 + z)p	QUANTITY
ap-1213	184	1	1	CARDINAL
ap-1213	184	2	α−p−1e−α	DATE
ap-1213	184	3	1 +	QUANTITY
ap-1213	185	1	1	CARDINAL
ap-1213	185	2	0	CARDINAL
ap-1213	185	3	1 +	QUANTITY
ap-1213	188	1	0	CARDINAL
ap-1213	189	1	1 +	DATE
ap-1213	189	2	γ ∈	ORG
ap-1213	189	3	half	CARDINAL
ap-1213	191	1	zero	CARDINAL
ap-1213	192	1	0	CARDINAL
ap-1213	193	1	1/	CARDINAL
ap-1213	195	1	l0	NORP
ap-1213	197	1	d′	PERSON
ap-1213	197	2	2	CARDINAL
ap-1213	198	1	l0	NORP
ap-1213	203	1	d′	PERSON
ap-1213	203	2	o′	DATE
ap-1213	204	1	6	CARDINAL
ap-1213	204	2	1−	MONEY
ap-1213	205	1	106	CARDINAL
ap-1213	206	1	50 no	CARDINAL
ap-1213	207	1	f̃ ≡ k/(1−	PERSON
ap-1213	207	2	2	CARDINAL
ap-1213	208	1	1	CARDINAL
ap-1213	208	2	1− a2	PRODUCT
ap-1213	208	3	q(bc	PERSON
ap-1213	209	1	2	CARDINAL
ap-1213	209	2	f̃ = k 1− a2	PERSON
ap-1213	209	3	perturbative	NORP
ap-1213	210	1	1	CARDINAL
ap-1213	211	1	1/z	CARDINAL
ap-1213	211	2	1	CARDINAL
ap-1213	211	3	o′	PERSON
ap-1213	211	4	d′	PERSON
ap-1213	212	1	•	CARDINAL
ap-1213	213	1	1−	TIME
ap-1213	213	2	1−	TIME
ap-1213	214	1	4.12	CARDINAL
ap-1213	215	1	homotopy	ORG
ap-1213	220	1	•	CARDINAL
ap-1213	220	2	first	ORDINAL
ap-1213	221	1	10	CARDINAL
ap-1213	222	1	one	CARDINAL
ap-1213	223	1	1− e−k	DATE
ap-1213	223	2	6.21)∫	CARDINAL
ap-1213	225	1	e−αk	TIME
ap-1213	225	2	f̃	PRODUCT
ap-1213	226	1	b′	PRODUCT
ap-1213	226	2	d′ l1	PERSON
ap-1213	226	3	o′	PRODUCT
ap-1213	226	4	l0	NORP
ap-1213	229	1	n = n one gets	ORG
ap-1213	229	2	ke−(n+1)k 1− e−k	ORG
ap-1213	231	1	homotopy	ORG
ap-1213	232	1	•	CARDINAL
ap-1213	234	1	19	CARDINAL
ap-1213	235	1	6.22	CARDINAL
ap-1213	235	2	homotopy	ORG
ap-1213	236	1	f̃	PRODUCT
ap-1213	236	2	1 + k	QUANTITY
ap-1213	238	1	1 6	CARDINAL
ap-1213	238	2	〉	CARDINAL
ap-1213	238	3	6.23	CARDINAL
ap-1213	238	4	1 6 〈	QUANTITY
ap-1213	238	5	1 1 +k c∂c 1 1 +k	QUANTITY
ap-1213	238	6	1 6	CARDINAL
ap-1213	238	7	∫	ORG
ap-1213	239	1	dt1	PERSON
ap-1213	239	2	〈 c e−t1k	PERSON
ap-1213	239	3	1 6π2	CARDINAL
ap-1213	241	1	1 2π2	CARDINAL
ap-1213	241	2	6.24	CARDINAL
ap-1213	241	3	14	CARDINAL
ap-1213	242	1	two	CARDINAL
ap-1213	243	1	t1	ORG
ap-1213	245	1	the kavli institute for theoretical physics	ORG
ap-1213	245	2	the aspen center for physics	ORG
ap-1213	245	3	the simons center for geometry	ORG
ap-1213	245	4	the yukawa institute for physics	ORG
ap-1213	245	5	pohang	GPE
ap-1213	245	6	korea	GPE
ap-1213	246	1	esf	ORG
ap-1213	247	1	1	CARDINAL
ap-1213	247	2	a.	PERSON
ap-1213	249	1	345	CARDINAL
ap-1213	249	2	1990	DATE
ap-1213	249	3	551	CARDINAL
ap-1213	250	1	2	CARDINAL
ap-1213	250	2	a.	GPE
ap-1213	250	3	zwiebach	GPE
ap-1213	252	1	414	CARDINAL
ap-1213	252	2	1994	DATE
ap-1213	252	3	649	CARDINAL
ap-1213	253	1	arxiv	ORG
ap-1213	254	1	3	CARDINAL
ap-1213	254	2	witten	PERSON
ap-1213	254	3	noncommutative	NORP
ap-1213	256	1	268	CARDINAL
ap-1213	256	2	253	CARDINAL
ap-1213	256	3	1986	DATE
ap-1213	257	1	107	CARDINAL
ap-1213	258	1	50 no.	CARDINAL
ap-1213	259	1	4	CARDINAL
ap-1213	259	2	taylor	PERSON
ap-1213	259	3	w.	GPE
ap-1213	259	4	zwiebach	GPE
ap-1213	260	1	arxiv	ORG
ap-1213	261	1	5	CARDINAL
ap-1213	261	2	a.	PERSON
ap-1213	261	3	arxiv	ORG
ap-1213	262	1	6	CARDINAL
ap-1213	262	2	c. b.	PERSON
ap-1213	264	1	175	CARDINAL
ap-1213	264	2	1	CARDINAL
ap-1213	264	3	1989	DATE
ap-1213	265	1	7	CARDINAL
ap-1213	265	2	l.	PERSON
ap-1213	265	3	d.	NORP
ap-1213	265	4	arxiv	ORG
ap-1213	265	5	hepth/0304270	ORG
ap-1213	266	1	8	CARDINAL
ap-1213	266	2	e.	PERSON
ap-1213	266	3	m.	PERSON
ap-1213	267	1	9	CARDINAL
ap-1213	267	2	witten	PERSON
ap-1213	267	3	0604	DATE
ap-1213	267	4	055	CARDINAL
ap-1213	268	1	arxiv	ORG
ap-1213	269	1	10	CARDINAL
ap-1213	270	1	theor	PERSON
ap-1213	272	1	10 (2006	DATE
ap-1213	272	2	433	CARDINAL
ap-1213	273	1	arxiv:hepth/0511286]	ORG
ap-1213	274	1	11	CARDINAL
ap-1213	274	2	0705	DATE
ap-1213	274	3	2007	DATE
ap-1213	274	4	083	CARDINAL
ap-1213	275	1	arxiv	ORG
ap-1213	276	1	12	CARDINAL
ap-1213	277	1	0705	DATE
ap-1213	277	2	2007	DATE
ap-1213	277	3	084	CARDINAL
ap-1213	278	1	arxiv	ORG
ap-1213	279	1	13	CARDINAL
ap-1213	279	2	ellwood, i., schnabl	ORG
ap-1213	279	3	m.:	PERSON
ap-1213	279	4	0702	DATE
ap-1213	279	5	2007	DATE
ap-1213	279	6	096	CARDINAL
ap-1213	280	1	arxiv	ORG
ap-1213	281	1	14	CARDINAL
ap-1213	281	2	a.	PERSON
ap-1213	281	3	9912	DATE
ap-1213	281	4	1999	DATE
ap-1213	281	5	027	CARDINAL
ap-1213	282	1	arxiv	ORG
ap-1213	283	1	15	CARDINAL
ap-1213	283	2	l.: théorie des distributions	ORG
ap-1213	283	3	hermann	GPE
ap-1213	283	4	paris	GPE
ap-1213	283	5	1966	DATE
ap-1213	284	1	16	CARDINAL
ap-1213	284	2	17	CARDINAL
ap-1213	284	3	simons center for geometry	ORG
ap-1213	284	4	stony brook	PERSON
ap-1213	284	5	march 23–27,	DATE
ap-1213	284	6	2009	DATE
ap-1213	285	1	18	CARDINAL
ap-1213	285	2	l.	GPE
ap-1213	285	3	zwiebach	GPE
ap-1213	285	4	arxiv	ORG
ap-1213	286	1	19	CARDINAL
ap-1213	286	2	t., schnabl	ORG
ap-1213	286	3	m.:	PERSON
ap-1213	286	4	0910	DATE
ap-1213	286	5	2009	DATE
ap-1213	286	6	066	CARDINAL
ap-1213	288	1	martin schnabl e-mail	PERSON
ap-1213	288	2	schnabl.martin@gmail.com institute of physics	ORG
ap-1213	288	3	2	CARDINAL
ap-1213	288	4	8	CARDINAL
ap-1213	288	5	czech	NORP
ap-1213	288	6	108	CARDINAL