id	sid	eid	entity	type
ma-179	1	1	2023	CARDINAL
ma-179	2	1	j. math	PERSON
ma-179	4	1	3 (	CARDINAL
ma-179	4	2	2023	CARDINAL
ma-179	4	3	25doi	CARDINAL
ma-179	4	4	10.28924	CARDINAL
ma-179	4	5	university of north carolina	ORG
ma-179	4	6	charlotte	GPE
ma-179	4	7	376	CARDINAL
ma-179	4	8	university city blvd	GPE
ma-179	5	1	charlotte	GPE
ma-179	5	2	nc 28223-0001	ORG
ma-179	7	1	1	CARDINAL
ma-179	7	2	between two	CARDINAL
ma-179	8	1	8	CARDINAL
ma-179	8	2	11	CARDINAL
ma-179	9	1	28	CARDINAL
ma-179	9	2	michel	PERSON
ma-179	10	1	24].borokov	PRODUCT
ma-179	10	2	14	CARDINAL
ma-179	12	1	20	CARDINAL
ma-179	13	1	5	CARDINAL
ma-179	14	1	0	CARDINAL
ma-179	15	1	13](2001	CARDINAL
ma-179	15	2	ergodic	PERSON
ma-179	16	1	bayes	ORG
ma-179	16	2	6	CARDINAL
ma-179	16	3	10	CARDINAL
ma-179	18	1	21	CARDINAL
ma-179	19	1	nonergodic ornstein	PERSON
ma-179	20	1	5	CARDINAL
ma-179	20	2	2023	CARDINAL
ma-179	22	1	kolmogorov distance	ORG
ma-179	23	1	1	CARDINAL
ma-179	24	1	j. math	PERSON
ma-179	26	1	10.28924	CARDINAL
ma-179	26	2	ω	ORDINAL
ma-179	27	1	x0	ORG
ma-179	27	2	1.1	CARDINAL
ma-179	28	1	0is	ORDINAL
ma-179	28	2	xt}t≥0	DATE
ma-179	29	1	0	CARDINAL
ma-179	30	1	0 ≤	MONEY
ma-179	31	1	0	CARDINAL
ma-179	31	2	borel σ	PERSON
ma-179	34	1	θ ∫	ORG
ma-179	35	1	2	CARDINAL
ma-179	37	1	1.2	CARDINAL
ma-179	40	1	1.3	CARDINAL
ma-179	41	1	fisher	ORG
ma-179	41	2	16	CARDINAL
ma-179	42	1	dietz	PERSON
ma-179	43	1	15	CARDINAL
ma-179	44	1	shimizu	PERSON
ma-179	44	2	30	CARDINAL
ma-179	46	1	0	CARDINAL
ma-179	49	1	1.4	CARDINAL
ma-179	52	1	1.5	CARDINAL
ma-179	52	2	2θ	CARDINAL
ma-179	52	3	4θ2it	CARDINAL
ma-179	54	1	4θ2	CARDINAL
ma-179	54	2	1/2	CARDINAL
ma-179	55	1	4θ2it	CARDINAL
ma-179	55	2	1.6)in	CARDINAL
ma-179	55	3	1.6	CARDINAL
ma-179	55	4	0	CARDINAL
ma-179	55	5	two	CARDINAL
ma-179	55	6	0	CARDINAL
ma-179	56	1	1.7	CARDINAL
ma-179	57	1	j. math	PERSON
ma-179	59	1	10.28924	CARDINAL
ma-179	60	1	0 e−θsdws	DATE
ma-179	60	2	0	CARDINAL
ma-179	60	3	1 2θ	CARDINAL
ma-179	60	4	η	PERSON
ma-179	61	1	0 e−θsdws	DATE
ma-179	61	2	0	CARDINAL
ma-179	61	3	1 2θ	CARDINAL
ma-179	69	1	0	CARDINAL
ma-179	71	1	1.8	CARDINAL
ma-179	71	2	2θ	CARDINAL
ma-179	71	3	4θ2	CARDINAL
ma-179	71	4	1/2	CARDINAL
ma-179	71	5	∫	ORG
ma-179	71	6	4θ2	CARDINAL
ma-179	74	1	4θ2	CARDINAL
ma-179	74	2	1/2	CARDINAL
ma-179	74	3	∫	ORG
ma-179	74	4	4θ2	CARDINAL
ma-179	74	5	∫	ORG
ma-179	74	6	2θe−2θt	CARDINAL
ma-179	75	1	× e−θt ∫	ORG
ma-179	76	1	2θe−2θt	CARDINAL
ma-179	77	1	1.9	CARDINAL
ma-179	77	2	1	CARDINAL
ma-179	77	3	1.10	CARDINAL
ma-179	77	4	1.11	CARDINAL
ma-179	78	1	1.12	CARDINAL
ma-179	78	2	slutsky	ORG
ma-179	78	3	1.13	CARDINAL
ma-179	78	4	1.14)using	CARDINAL
ma-179	78	5	borel-cantelli lemma	PERSON
ma-179	81	1	2θ	CARDINAL
ma-179	82	1	θ ∫	ORG
ma-179	82	2	te−2θt	CARDINAL
ma-179	82	3	2θ	CARDINAL
ma-179	83	1	θ ∫	ORG
ma-179	83	2	0	CARDINAL
ma-179	84	1	1.15	CARDINAL
ma-179	84	2	0	CARDINAL
ma-179	85	1	2	CARDINAL
ma-179	86	1	1 2θ	CARDINAL
ma-179	86	2	∫	ORG
ma-179	86	3	1− 2θt	DATE
ma-179	86	4	1.16	CARDINAL
ma-179	86	5	clt	ORG
ma-179	87	1	2θ	CARDINAL
ma-179	87	2	1.17	CARDINAL
ma-179	88	1	j. math	PERSON
ma-179	90	1	10.28924	CARDINAL
ma-179	90	2	2θ	CARDINAL
ma-179	90	3	2θ	CARDINAL
ma-179	90	4	1.18)by	CARDINAL
ma-179	92	1	0	CARDINAL
ma-179	93	1	0	CARDINAL
ma-179	96	1	1.19	CARDINAL
ma-179	97	1	e−θt	CARDINAL
ma-179	99	1	1.20	CARDINAL
ma-179	99	2	η ∼ n	ORG
ma-179	99	3	0	CARDINAL
ma-179	99	4	1 2θ	CARDINAL
ma-179	99	5	1.21	CARDINAL
ma-179	100	1	t→∞	CARDINAL
ma-179	102	1	0	CARDINAL
ma-179	103	1	two	CARDINAL
ma-179	104	1	1.24	CARDINAL
ma-179	104	2	1	CARDINAL
ma-179	104	3	1.25	CARDINAL
ma-179	104	4	1 2 + 1	CARDINAL
ma-179	104	5	∈	ORG
ma-179	105	1	1.27	CARDINAL
ma-179	105	2	2θ	CARDINAL
ma-179	106	1	1.28)we	CARDINAL
ma-179	108	1	1.1	CARDINAL
ma-179	109	1	j. math	PERSON
ma-179	111	1	10.28924	CARDINAL
ma-179	112	1	f̂	LANGUAGE
ma-179	113	1	0	CARDINAL
ma-179	113	2	∣∣∣	CARDINAL
ma-179	113	3	24	CARDINAL
ma-179	113	4	|g′(x)|	CARDINAL
ma-179	115	1	27	CARDINAL
ma-179	116	1	18	CARDINAL
ma-179	117	1	φ	PERSON
ma-179	120	1	1.2	CARDINAL
ma-179	120	2	2π exp	CARDINAL
ma-179	120	3	1 x	QUANTITY
ma-179	120	4	1 x3	QUANTITY
ma-179	120	5	0	CARDINAL
ma-179	121	1	1−φ(x)∼	CARDINAL
ma-179	121	2	2πx exp	ORG
ma-179	122	1	17	CARDINAL
ma-179	124	1	j. math	PERSON
ma-179	126	1	10.28924	CARDINAL
ma-179	126	2	dds	ORG
ma-179	126	3	29	CARDINAL
ma-179	127	1	w	ORG
ma-179	128	1	2.1	CARDINAL
ma-179	129	1	2θit	CARDINAL
ma-179	129	2	2.2	CARDINAL
ma-179	129	3	2.3	CARDINAL
ma-179	129	4	2θ	CARDINAL
ma-179	129	5	4θ2	CARDINAL
ma-179	129	6	1/2	CARDINAL
ma-179	129	7	4θ2it	CARDINAL
ma-179	130	1	2.4	CARDINAL
ma-179	131	1	2.5	CARDINAL
ma-179	131	2	− e−|u||	EVENT
ma-179	132	1	2.6	CARDINAL
ma-179	134	1	2.7	CARDINAL
ma-179	135	1	1 2 + 1	CARDINAL
ma-179	135	2	∈	ORG
ma-179	135	3	2.8	CARDINAL
ma-179	137	1	≤ 1	CARDINAL
ma-179	138	1	2.9	CARDINAL
ma-179	139	1	1	CARDINAL
ma-179	139	2	∣∣∣	GPE
ma-179	140	1	2.10	CARDINAL
ma-179	140	2	j ≤	PERSON
ma-179	141	1	2.11	CARDINAL
ma-179	143	1	2.12	CARDINAL
ma-179	143	2	first	ORDINAL
ma-179	144	1	j. math	PERSON
ma-179	146	1	10.28924	CARDINAL
ma-179	147	1	2.1	CARDINAL
ma-179	148	1	2θe−2θt	CARDINAL
ma-179	149	1	2θe−2θt	CARDINAL
ma-179	154	1	second	ORDINAL
ma-179	155	1	the stein-malliavin	ORG
ma-179	155	2	nourdin	GPE
ma-179	155	3	25	CARDINAL
ma-179	155	4	26	CARDINAL
ma-179	156	1	1.1	CARDINAL
ma-179	157	1	2.2	CARDINAL
ma-179	157	2	1.1	CARDINAL
ma-179	158	1	1	CARDINAL
ma-179	160	1	2.1	CARDINAL
ma-179	160	2	2θit ≤	QUANTITY
ma-179	162	1	1.1	CARDINAL
ma-179	162	2	2.2	CARDINAL
ma-179	162	3	|u|	PRODUCT
ma-179	162	4	1	CARDINAL
ma-179	162	5	1 2	CARDINAL
ma-179	164	1	liptser	PERSON
ma-179	164	2	23	CARDINAL
ma-179	164	3	2	CARDINAL
ma-179	164	4	2γ	CARDINAL
ma-179	164	5	1/2	CARDINAL
ma-179	164	6	2.12	CARDINAL
ma-179	164	7	2iue−2θt	CARDINAL
ma-179	164	8	1/2	CARDINAL
ma-179	166	1	2.3	CARDINAL
ma-179	166	2	0	CARDINAL
ma-179	166	3	2θit	CARDINAL
ma-179	167	1	j. math	PERSON
ma-179	169	1	10.28924	CARDINAL
ma-179	171	1	2.14	CARDINAL
ma-179	171	2	19	CARDINAL
ma-179	172	1	θ ∫	ORG
ma-179	175	1	θ ∫	ORG
ma-179	175	2	θ ∫	ORG
ma-179	177	1	1−	TIME
ma-179	177	2	2θ	CARDINAL
ma-179	178	1	3(1−	CARDINAL
ma-179	178	2	2 4θ	CARDINAL
ma-179	178	3	e(it	GPE
ma-179	179	1	2θt	ORDINAL
ma-179	179	2	1 + e−2θt	DATE
ma-179	179	3	4θ2	CARDINAL
ma-179	180	1	2.15	CARDINAL
ma-179	181	1	2θ	CARDINAL
ma-179	181	2	2θ	CARDINAL
ma-179	182	1	2.16)by	CARDINAL
ma-179	182	2	2θit	CARDINAL
ma-179	182	3	2θit	CARDINAL
ma-179	182	4	1	CARDINAL
ma-179	182	5	2θ	CARDINAL
ma-179	182	6	∫	ORG
ma-179	186	1	1	CARDINAL
ma-179	186	2	2θ	CARDINAL
ma-179	186	3	∫	ORG
ma-179	189	1	− ξ2 t	ORG
ma-179	190	1	2θ	CARDINAL
ma-179	190	2	∫	ORG
ma-179	194	1	2θ	CARDINAL
ma-179	194	2	∫	ORG
ma-179	198	1	ξ|2e|ξt	GPE
ma-179	200	1	2θ	CARDINAL
ma-179	200	2	∫	ORG
ma-179	203	1	t |2	DATE
ma-179	204	1	√ 2θ	CARDINAL
ma-179	204	2	2.17	CARDINAL
ma-179	208	1	t e−θre−θs	GPE
ma-179	208	2	√ 2θ	PERSON
ma-179	208	3	2.18	CARDINAL
ma-179	209	1	√ 2θ	PERSON
ma-179	209	2	2.19	CARDINAL
ma-179	212	1	2.20	CARDINAL
ma-179	212	2	0	CARDINAL
ma-179	212	3	2.21	CARDINAL
ma-179	213	1	2.22)we	CARDINAL
ma-179	213	2	2θe−2θt	CARDINAL
ma-179	213	3	2	CARDINAL
ma-179	213	4	2θe−2θt	CARDINAL
ma-179	213	5	2	CARDINAL
ma-179	213	6	2θ	CARDINAL
ma-179	215	1	2	CARDINAL
ma-179	216	1	2.23	CARDINAL
ma-179	217	1	j. math	PERSON
ma-179	219	1	10.28924	CARDINAL
ma-179	219	2	lemma lim	ORG
ma-179	219	3	2θe−2θt	TIME
ma-179	219	4	∫	ORG
ma-179	221	1	t→∞	CARDINAL
ma-179	223	1	2.24	CARDINAL
ma-179	226	1	lim t→∞	PERSON
ma-179	227	1	2θe−2θt	CARDINAL
ma-179	229	1	2.25	CARDINAL
ma-179	231	1	∫	ORG
ma-179	231	2	2	CARDINAL
ma-179	232	1	2.26	CARDINAL
ma-179	232	2	lim t→∞	PERSON
ma-179	234	1	2.27	CARDINAL
ma-179	234	2	t→∞	CARDINAL
ma-179	235	1	∫	ORG
ma-179	238	1	2.28	CARDINAL
ma-179	238	2	lim t→∞	ORG
ma-179	239	1	∫	ORG
ma-179	241	1	t→∞	CARDINAL
ma-179	241	2	2θ	CARDINAL
ma-179	241	3	2θ	CARDINAL
ma-179	242	1	2.29	CARDINAL
ma-179	243	1	0	CARDINAL
ma-179	245	1	2e−2θt	CARDINAL
ma-179	247	1	− θ	ORG
ma-179	247	2	2.30	CARDINAL
ma-179	248	1	2.31	CARDINAL
ma-179	248	2	θ̂t	CARDINAL
ma-179	249	1	2θe−2θt	CARDINAL
ma-179	251	1	2e−2θt	CARDINAL
ma-179	252	1	2.32	CARDINAL
ma-179	253	1	2θe−2θt	CARDINAL
ma-179	254	1	2 ≤	MONEY
ma-179	255	1	2.33	CARDINAL
ma-179	256	1	cameron-martin	PERSON
ma-179	256	2	lemma 2.4	ORG
ma-179	257	1	1	CARDINAL
ma-179	257	2	1,2	CARDINAL
ma-179	257	3	2	CARDINAL
ma-179	257	4	2γ	CARDINAL
ma-179	258	1	1/2	CARDINAL
ma-179	258	2	θ2 − 2z1)1/2	PERSON
ma-179	260	1	j. math	PERSON
ma-179	262	1	10.28924	CARDINAL
ma-179	262	2	4θ2	CARDINAL
ma-179	263	1	1/2	CARDINAL
ma-179	263	2	4θ2it	CARDINAL
ma-179	266	1	1/2	CARDINAL
ma-179	266	2	|u|	PRODUCT
ma-179	267	1	|u|	PRODUCT
ma-179	269	1	5].we	CARDINAL
ma-179	272	1	2	CARDINAL
ma-179	272	2	−iu	PERSON
ma-179	272	3	4θ2	CARDINAL
ma-179	272	4	1/2	CARDINAL
ma-179	272	5	4θ2	CARDINAL
ma-179	274	1	−iu	PERSON
ma-179	274	2	4θ2	CARDINAL
ma-179	274	3	1/2	CARDINAL
ma-179	274	4	2	CARDINAL
ma-179	275	1	4θ2	CARDINAL
ma-179	278	1	2	CARDINAL
ma-179	278	2	4θ2	CARDINAL
ma-179	278	3	1/2	CARDINAL
ma-179	278	4	2 δt	QUANTITY
ma-179	278	5	4θ2	CARDINAL
ma-179	278	6	1/2	CARDINAL
ma-179	281	1	α2,t	GPE
ma-179	281	2	α3,t	ORG
ma-179	281	3	o(|u|2e−θt/2	GPE
ma-179	283	1	z2 = α1,t (	ORG
ma-179	283	2	1 + iu δt	QUANTITY
ma-179	283	3	2θ2	CARDINAL
ma-179	283	4	2z1)1/2	CARDINAL
ma-179	283	5	1−	CARDINAL
ma-179	285	1	1 + iu	QUANTITY
ma-179	285	2	2θ2	CARDINAL
ma-179	285	3	2θ3	CARDINAL
ma-179	289	1	θβt (u	ORG
ma-179	291	1	γ − θ = α1,t	ORG
ma-179	291	2	2θ	CARDINAL
ma-179	293	1	2	CARDINAL
ma-179	294	1	2θβt	CARDINAL
ma-179	294	2	u)}+	GPE
ma-179	294	3	2θ	CARDINAL
ma-179	294	4	1/2	CARDINAL
ma-179	294	5	1 + α1,t	DATE
ma-179	294	6	α1,t exp(χt	GPE
ma-179	295	1	1 + α1,t	DATE
ma-179	296	1	1/2	CARDINAL
ma-179	297	1	j. math	PERSON
ma-179	299	1	10.28924	CARDINAL
ma-179	301	1	1 + iu	QUANTITY
ma-179	301	2	2θ2	CARDINAL
ma-179	301	3	2θ	CARDINAL
ma-179	301	4	4θ2 e2θt )	DATE
ma-179	301	5	1/2	CARDINAL
ma-179	302	1	2	CARDINAL
ma-179	304	1	2	CARDINAL
ma-179	304	2	1 + α1,t	DATE
ma-179	304	3	1/2	CARDINAL
ma-179	304	4	α1,t exp{−2θeθt	ORG
ma-179	305	1	1 + α1,t	DATE
ma-179	305	2	1 + α1,t	DATE
ma-179	307	1	lemma 2.4	ORG
ma-179	307	2	2.2	CARDINAL
ma-179	307	3	1.1	CARDINAL
ma-179	308	1	2.1	CARDINAL
ma-179	308	2	1/2	CARDINAL
ma-179	308	3	ce−θt	PERSON
ma-179	309	1	1/2	CARDINAL
ma-179	310	1	ce−θt	PERSON
ma-179	311	1	2.1	CARDINAL
ma-179	311	2	cameron-matin	ORG
ma-179	312	1	2.1	CARDINAL
ma-179	313	1	3.1	CARDINAL
ma-179	314	1	3	CARDINAL
ma-179	314	2	4	CARDINAL
ma-179	314	3	gartner-ellis’s	ORG
ma-179	316	1	2.5	CARDINAL
ma-179	316	2	4θ2 )1/2	CARDINAL
ma-179	316	3	1/2	CARDINAL
ma-179	316	4	ce−θt	PERSON
ma-179	317	1	4θ2 )1/2	CARDINAL
ma-179	317	2	1/2	CARDINAL
ma-179	317	3	1/2	CARDINAL
ma-179	317	4	2θ	CARDINAL
ma-179	317	5	1/2	CARDINAL
ma-179	318	1	j. math	PERSON
ma-179	320	1	10.28924	CARDINAL
ma-179	324	1	1/2	CARDINAL
ma-179	324	2	1/2	CARDINAL
ma-179	325	1	∣∣∣∣ 2θ	DATE
ma-179	325	2	1/2 |zt	QUANTITY
ma-179	325	3	1/2	CARDINAL
ma-179	325	4	2φ(−(2θt	CARDINAL
ma-179	325	5	1/2	CARDINAL
ma-179	325	6	2φ(−(2θt	CARDINAL
ma-179	325	7	1/2	CARDINAL
ma-179	326	1	∣∣∣∣ 2θ	DATE
ma-179	326	2	− ξ2 ∣∣∣∣	PERSON
ma-179	326	3	1/2 |zt	QUANTITY
ma-179	326	4	2φ(−x	CARDINAL
ma-179	326	5	2φ(−(2θt	CARDINAL
ma-179	326	6	1/2	CARDINAL
ma-179	329	1	1/2 |zt	QUANTITY
ma-179	329	2	2φ(−x	CARDINAL
ma-179	329	3	2φ(−(2θt	CARDINAL
ma-179	329	4	1/2	CARDINAL
ma-179	333	1	2θt	ORDINAL
ma-179	334	1	first	ORDINAL
ma-179	334	2	third	ORDINAL
ma-179	334	3	2.1	CARDINAL
ma-179	334	4	2.3	CARDINAL
ma-179	334	5	17	CARDINAL
ma-179	334	6	166	CARDINAL
ma-179	335	1	mle	ORG
ma-179	335	2	2.2	CARDINAL
ma-179	336	1	two	CARDINAL
ma-179	337	1	2(θt )1/2	CARDINAL
ma-179	339	1	2(θt )1/2	CARDINAL
ma-179	340	1	1/2	CARDINAL
ma-179	343	1	2.5	CARDINAL
ma-179	343	2	2θ	CARDINAL
ma-179	343	3	1/2	CARDINAL
ma-179	344	1	2θ	CARDINAL
ma-179	344	2	1/2	CARDINAL
ma-179	345	1	2θ	CARDINAL
ma-179	345	2	1/2	CARDINAL
ma-179	345	3	1 2θ	CARDINAL
ma-179	346	1	2.5	CARDINAL
ma-179	346	2	ce−θt	PERSON
ma-179	347	1	2.34	CARDINAL
ma-179	347	2	2.3	CARDINAL
ma-179	348	1	2θ	CARDINAL
ma-179	348	2	2θc0	CARDINAL
ma-179	348	3	∣∣∣∣ 2θ	DATE
ma-179	348	4	ce−θt	PERSON
ma-179	349	1	2.35	CARDINAL
ma-179	350	1	j. math	PERSON
ma-179	352	1	10.28924	CARDINAL
ma-179	353	1	ω ∈	ORG
ma-179	353	2	4b0(2θt0)1/2	CARDINAL
ma-179	353	3	2θ	CARDINAL
ma-179	354	1	1/2	CARDINAL
ma-179	354	2	2θ	CARDINAL
ma-179	356	1	2θ	CARDINAL
ma-179	356	2	2b0θx	CARDINAL
ma-179	356	3	2θ	CARDINAL
ma-179	358	1	2θ	CARDINAL
ma-179	358	2	2b0θx	CARDINAL
ma-179	358	3	2θ	CARDINAL
ma-179	359	1	2 ⇒ zt	FAC
ma-179	359	2	2θ	CARDINAL
ma-179	360	1	2θ	CARDINAL
ma-179	362	1	1/2	CARDINAL
ma-179	362	2	2θ	CARDINAL
ma-179	363	1	1/2	CARDINAL
ma-179	363	2	2θ	CARDINAL
ma-179	364	1	2b0(θt )1/2	CARDINAL
ma-179	364	2	2θ	CARDINAL
ma-179	365	1	0	CARDINAL
ma-179	366	1	ω ∈	ORG
ma-179	366	2	∩	ORG
ma-179	366	3	2θ	CARDINAL
ma-179	367	1	2θ	CARDINAL
ma-179	368	1	0	CARDINAL
ma-179	369	1	ω ∈	ORG
ma-179	369	2	∩	ORG
ma-179	369	3	4b0(2θt0)1/2	CARDINAL
ma-179	369	4	2θ	CARDINAL
ma-179	369	5	2θ	CARDINAL
ma-179	371	1	2θ	CARDINAL
ma-179	371	2	2b0θx	CARDINAL
ma-179	371	3	2θ	CARDINAL
ma-179	372	1	2θ	CARDINAL
ma-179	372	2	2b0θx	CARDINAL
ma-179	373	1	2θ	CARDINAL
ma-179	374	1	2b0θx	CARDINAL
ma-179	374	2	2 ⇒ zt	FAC
ma-179	375	1	2θ	CARDINAL
ma-179	376	1	2b0θx	CARDINAL
ma-179	376	2	2θ	CARDINAL
ma-179	377	1	2b0θx 2	DATE
ma-179	377	2	1/2	CARDINAL
ma-179	377	3	2θ	CARDINAL
ma-179	378	1	1/2	CARDINAL
ma-179	378	2	2θ	CARDINAL
ma-179	379	1	2b0(θt )1/2	CARDINAL
ma-179	379	2	2θ	CARDINAL
ma-179	380	1	0	CARDINAL
ma-179	381	1	j. math	PERSON
ma-179	383	1	10.28924	CARDINAL
ma-179	383	2	ω ∈	ORG
ma-179	383	3	∩	ORG
ma-179	383	4	2θ	CARDINAL
ma-179	385	1	2b0θx	CARDINAL
ma-179	385	2	2θ	CARDINAL
ma-179	386	1	28	CARDINAL
ma-179	387	1	michel	PERSON
ma-179	388	1	28	CARDINAL
ma-179	390	1	2θ	CARDINAL
ma-179	390	2	± 2b0θx 2	MONEY
ma-179	391	1	2θ	CARDINAL
ma-179	391	2	± 2b0θx 2	MONEY
ma-179	391	3	0	CARDINAL
ma-179	392	1	⊆	CARDINAL
ma-179	392	2	∩ bt ∩	ORG
ma-179	392	3	2θ	CARDINAL
ma-179	392	4	⊆	CARDINAL
ma-179	393	1	2.36	CARDINAL
ma-179	393	2	2θ	CARDINAL
ma-179	396	1	∩ bt ∩{(eθt2θ	LAW
ma-179	396	2	− c(x	PERSON
ma-179	396	3	∣∣∣∣ ≤ max	QUANTITY
ma-179	396	4	max	PERSON
ma-179	396	5	2.34	CARDINAL
ma-179	396	6	2.35	CARDINAL
ma-179	396	7	1/2	CARDINAL
ma-179	397	1	2.37	CARDINAL
ma-179	397	2	1/2	CARDINAL
ma-179	397	3	2.34	CARDINAL
ma-179	397	4	2.37).we	CARDINAL
ma-179	397	5	2.37	CARDINAL
ma-179	399	1	2θ	CARDINAL
ma-179	399	2	2θ	CARDINAL
ma-179	401	1	+ 2	DATE
ma-179	401	2	2θ	CARDINAL
ma-179	402	1	2	CARDINAL
ma-179	402	2	2θ	CARDINAL
ma-179	403	1	2θ	CARDINAL
ma-179	404	1	2θ	CARDINAL
ma-179	405	1	2	CARDINAL
ma-179	406	1	2.38)lemma 2.4	CARDINAL
ma-179	406	2	1.1	CARDINAL
ma-179	407	1	2.39	CARDINAL
ma-179	408	1	j. math	PERSON
ma-179	410	1	10.28924	CARDINAL
ma-179	410	2	2θ	CARDINAL
ma-179	410	3	2(2π)−1/2	DATE
ma-179	411	1	2θ	CARDINAL
ma-179	411	2	2	CARDINAL
ma-179	411	3	1/2	CARDINAL
ma-179	411	4	|x̄	PRODUCT
ma-179	412	1	2θ	CARDINAL
ma-179	413	1	2(2π)−1/2x2 exp(−x2/8)	TIME
ma-179	413	2	ce−θt	PERSON
ma-179	414	1	2.40	CARDINAL
ma-179	414	2	2.38	CARDINAL
ma-179	414	3	2.40	CARDINAL
ma-179	415	1	ce−θt	PERSON
ma-179	416	1	1	CARDINAL
ma-179	416	2	2.2	CARDINAL
ma-179	416	3	2.2	CARDINAL
ma-179	416	4	0	CARDINAL
ma-179	416	5	mle	ORG
ma-179	416	6	half	CARDINAL
ma-179	418	1	x0	ORG
ma-179	419	1	x0	ORG
ma-179	419	2	gaussianinvariant distribution	ORG
ma-179	420	1	x0	ORG
ma-179	421	1	two	CARDINAL
ma-179	421	2	x0	ORG
ma-179	423	1	0	CARDINAL
ma-179	424	1	∈	ORG
ma-179	425	1	9	CARDINAL
ma-179	425	2	lamn	NORP
ma-179	427	1	9]has	CARDINAL
ma-179	427	2	three	CARDINAL
ma-179	427	3	lan.(4	ORG
ma-179	427	4	kolmogorov distnace	PERSON
ma-179	427	5	bayes estimator	ORG
ma-179	427	6	nonergodic case.(5	PERSON
ma-179	429	1	j. math	PERSON
ma-179	431	1	10.28924	CARDINAL
ma-179	432	1	1	CARDINAL
ma-179	432	2	bernoulli	PERSON
ma-179	433	1	7 (2001	DATE
ma-179	433	2	299	CARDINAL
ma-179	433	3	b. bercu	PERSON
ma-179	433	4	a. roualt	PERSON
ma-179	435	1	46	CARDINAL
ma-179	435	2	2002	DATE
ma-179	435	3	1	CARDINAL
ma-179	435	4	b. bercu	PERSON
ma-179	435	5	l. coutin	PERSON
ma-179	436	1	122	CARDINAL
ma-179	436	2	2012	DATE
ma-179	436	3	3393-3424.[4	CARDINAL
ma-179	436	4	b. bercu	PERSON
ma-179	436	5	a. richou	PERSON
ma-179	438	1	lett	PERSON
ma-179	439	1	123	CARDINAL
ma-179	439	2	2017)45-55.[5	CARDINAL
ma-179	439	3	bishwal	ORG
ma-179	440	1	a. 62 (	PERSON
ma-179	440	2	1-10.[6	CARDINAL
ma-179	440	3	bishwal	ORG
ma-179	440	4	bayes	ORG
ma-179	441	1	stoch	GPE
ma-179	442	1	8 (2000b	CARDINAL
ma-179	442	2	51-70.[7	QUANTITY
ma-179	442	3	bishwal	ORG
ma-179	442	4	bayes	ORG
ma-179	444	1	lett	PERSON
ma-179	445	1	52 (2001	DATE
ma-179	445	2	427	CARDINAL
ma-179	445	3	bishwal	ORG
ma-179	445	4	1923,springer	CARDINAL
ma-179	445	5	2008).[9	CARDINAL
ma-179	445	6	bishwal	ORG
ma-179	447	1	27	CARDINAL
ma-179	447	2	2018	DATE
ma-179	447	3	107	CARDINAL
ma-179	447	4	bishwal	ORG
ma-179	447	5	bayes	ORG
ma-179	447	6	asian	NORP
ma-179	447	7	j. stat	PERSON
ma-179	448	1	sci	ORG
ma-179	448	2	1 (	CARDINAL
ma-179	448	3	2021	CARDINAL
ma-179	448	4	83	CARDINAL
ma-179	448	5	bishwal	ORG
ma-179	448	6	2022).[12	CARDINAL
ma-179	448	7	bishwal	GPE
ma-179	448	8	a. bose	PERSON
ma-179	448	9	ornstein	NORP
ma-179	449	1	assoc	ORG
ma-179	449	2	bull	PERSON
ma-179	450	1	45 (1995	DATE
ma-179	450	2	245	CARDINAL
ma-179	450	3	bishwal	GPE
ma-179	450	4	a. bose	PERSON
ma-179	452	1	42	CARDINAL
ma-179	452	2	2001	DATE
ma-179	452	3	23-38.[14	CARDINAL
ma-179	453	1	18 (1973	DATE
ma-179	453	2	217	CARDINAL
ma-179	453	3	y.a. kutoyants	GPE
ma-179	453	4	sde	ORG
ma-179	454	1	21	DATE
ma-179	454	2	2003)29-45.[16	CARDINAL
ma-179	454	3	p.d.	GPE
ma-179	455	1	8	CARDINAL
ma-179	455	2	1976)712-736.[17	CARDINAL
ma-179	456	1	wiley	PERSON
ma-179	456	2	new york	GPE
ma-179	456	3	w.	PERSON
ma-179	456	4	wiley	PERSON
ma-179	456	5	new york	GPE
ma-179	456	6	1971).[19	CARDINAL
ma-179	456	7	a. friedman	PERSON
ma-179	457	1	new york	GPE
ma-179	457	2	1975).[20	CARDINAL
ma-179	457	3	heyde	PERSON
ma-179	457	4	new york	GPE
ma-179	457	5	1980).[21	CARDINAL
ma-179	457	6	j. wenzelburger	PERSON
ma-179	458	1	34 (2008	DATE
ma-179	458	2	207-234.[22	CARDINAL
ma-179	458	3	ivanov	PERSON
ma-179	458	4	the least squares estimae	DATE
ma-179	460	1	20	CARDINAL
ma-179	460	2	liptser	PERSON
ma-179	460	3	a.n. shiryayev	PERSON
ma-179	460	4	berlin	GPE
ma-179	460	5	1977).[24	CARDINAL
ma-179	460	6	r. michel	PERSON
ma-179	460	7	j. pfanzagl	PERSON
ma-179	460	8	zeit wahr	ORG
ma-179	461	1	verw.gebiete	ORG
ma-179	462	1	18	CARDINAL
ma-179	462	2	1971	DATE
ma-179	462	3	73	CARDINAL
ma-179	462	4	i. nourdin	PERSON
ma-179	462	5	g. peccati	PERSON
ma-179	462	6	stein	PERSON
ma-179	463	1	145	CARDINAL
ma-179	463	2	2009	DATE
ma-179	463	3	75-118.[26	CARDINAL
ma-179	463	4	i. nourdin	PERSON
ma-179	463	5	g. peccati	PERSON
ma-179	463	6	malliavin	ORG
ma-179	463	7	stein	PERSON
ma-179	463	8	cambridge	GPE
ma-179	463	9	2012).[27	CARDINAL
ma-179	463	10	oxford university press	ORG
ma-179	463	11	oxford	NORP
ma-179	463	12	j. pfanzagl	PERSON
ma-179	463	13	17	CARDINAL
ma-179	463	14	1971	DATE
ma-179	463	15	82	CARDINAL
ma-179	465	1	j. math	PERSON
ma-179	467	1	10.28924	CARDINAL
ma-179	468	1	29	CARDINAL
ma-179	468	2	berlin	GPE
ma-179	468	3	1990).[30	CARDINAL
ma-179	468	4	y. shimizu	PERSON
ma-179	468	5	inst	PERSON
ma-179	471	1	64	CARDINAL
ma-179	471	2	2012	DATE
ma-179	471	3	193	CARDINAL