id	sid	eid	entity	type
fbem-20492	1	1	2766-824x	QUANTITY
fbem-20492	2	1	14	DATE
fbem-20492	2	2	3	CARDINAL
fbem-20492	2	3	2024 231	DATE
fbem-20492	2	4	bayes	ORG
fbem-20492	2	5	juan huang1	PERSON
fbem-20492	3	1	1school	CARDINAL
fbem-20492	3	2	guangdong ocean university	ORG
fbem-20492	3	3	zhanjiang	GPE
fbem-20492	3	4	524088	DATE
fbem-20492	3	5	2school	CARDINAL
fbem-20492	3	6	shang rao	PERSON
fbem-20492	3	7	shang rao	PERSON
fbem-20492	3	8	334001	DATE
fbem-20492	3	9	china	GPE
fbem-20492	3	10	juan huang	PERSON
fbem-20492	5	1	bayes	ORG
fbem-20492	7	1	bayes	ORG
fbem-20492	8	1	1	CARDINAL
fbem-20492	9	1	thomas	PERSON
fbem-20492	9	2	owen	PERSON
fbem-20492	11	1	1	CARDINAL
fbem-20492	14	1	2k	CARDINAL
fbem-20492	14	2	first	ORDINAL
fbem-20492	14	3	second	ORDINAL
fbem-20492	14	4	second	ORDINAL
fbem-20492	14	5	2k	CARDINAL
fbem-20492	21	1	bayes	ORG
fbem-20492	21	2	9	CARDINAL
fbem-20492	21	3	bayes	ORG
fbem-20492	22	1	1	CARDINAL
fbem-20492	22	2	1 e	QUANTITY
fbem-20492	23	1		ORG
fbem-20492	23	2	xf x	PERSON
fbem-20492	23	3	1.1	CARDINAL
fbem-20492	23	4		ORG
fbem-20492	23	5	0	PERSON
fbem-20492	25	1	0	CARDINAL
fbem-20492	25	2	1.2	CARDINAL
fbem-20492	26	1	2	CARDINAL
fbem-20492	28	1	 	PERSON
fbem-20492	29	1	2	CARDINAL
fbem-20492	29	2	1 1 0	DATE
fbem-20492	33	1	d0,d1	ORG
fbem-20492	33	2	𝐻0	PRODUCT
fbem-20492	37	1	1.3	CARDINAL
fbem-20492	38	1		ORG
fbem-20492	40	1		ORG
fbem-20492	40	2	0 1	DATE
fbem-20492	41	1	   	ORG
fbem-20492	43	1	  	ORG
fbem-20492	44	1		PERSON
fbem-20492	44	2		ORG
fbem-20492	44	3	2 0	DATE
fbem-20492	46	1	232 1	CARDINAL
fbem-20492	49	1	1	CARDINAL
fbem-20492	49	2	2 2	CARDINAL
fbem-20492	49	3	1)(1	CARDINAL
fbem-20492	51	1	1.5	CARDINAL
fbem-20492	51	2	1.5	CARDINAL
fbem-20492	51	3	21	CARDINAL
fbem-20492	51	4	3 x xu	QUANTITY
fbem-20492	52	1		PERSON
fbem-20492	52	2	2 (	PERCENT
fbem-20492	52	3		ORG
fbem-20492	53	1	1.5	CARDINAL
fbem-20492	53	2	bayes test function	ORG
fbem-20492	54	1	1	CARDINAL
fbem-20492	54	2	0 0	DATE
fbem-20492	55	1	 	PERSON
fbem-20492	55	2	bayes	ORG
fbem-20492	57	1		CARDINAL
fbem-20492	57	2	1.6	CARDINAL
fbem-20492	58	1	bayes	ORG
fbem-20492	60	1	section 2	LAW
fbem-20492	60	2	bayes	ORG
fbem-20492	61	1	section 3	LAW
fbem-20492	61	2	bayes	ORG
fbem-20492	62	1	2	CARDINAL
fbem-20492	62	2	bayes	ORG
fbem-20492	62	3	x(1)m	GPE
fbem-20492	64	1	x(1)m	GPE
fbem-20492	64	2	x(2)1	PRODUCT
fbem-20492	64	3	x(k)m	GPE
fbem-20492	65	1	f(x	ORG
fbem-20492	67	1	n km	ORG
fbem-20492	69	1	1 0 1, 01 0	DATE
fbem-20492	69	2	1	DATE
fbem-20492	69	3	1	CARDINAL
fbem-20492	69	4	k v dv	FAC
fbem-20492	69	5	t st	GPE
fbem-20492	69	6		PERSON
fbem-20492	69	7	2.1	CARDINAL
fbem-20492	69	8	1 11	CARDINAL
fbem-20492	69	9	0	CARDINAL
fbem-20492	69	10	1	CARDINAL
fbem-20492	79	1		PERSON
fbem-20492	79	2	1	CARDINAL
fbem-20492	79	3	2	CARDINAL
fbem-20492	79	4	2	CARDINAL
fbem-20492	84	1		PERSON
fbem-20492	85	1	1 1	CARDINAL
fbem-20492	85	2	0 1	QUANTITY
fbem-20492	88	1	  	PERSON
fbem-20492	89	1	kernel estimator	PERSON
fbem-20492	89	2	f(x	ORG
fbem-20492	89	3	x	ORG
fbem-20492	89	4	lim𝑛→∞ℎ𝑛=0	PERSON
fbem-20492	90	1	max	PERSON
fbem-20492	91	1	1)1 2	CARDINAL
fbem-20492	91	2	2.2	CARDINAL
fbem-20492	91	3	bayes	ORG
fbem-20492	92	1	1	CARDINAL
fbem-20492	92	2	0 0	DATE
fbem-20492	92	3	 	PERSON
fbem-20492	92	4	2.3	CARDINAL
fbem-20492	92	5	x(1)1	GPE
fbem-20492	92	6	x(1)m	GPE
fbem-20492	92	7	x(2)1	PRODUCT
fbem-20492	92	8	x(k)m	GPE
fbem-20492	93	1	bayes	ORG
fbem-20492	93	2		ORG
fbem-20492	93	3	c 	PERSON
fbem-20492	94	1	bayes	ORG
fbem-20492	97	1	15	CARDINAL
fbem-20492	99	1	3	CARDINAL
fbem-20492	99	2	bayes	ORG
fbem-20492	99	3	3.1	CARDINAL
fbem-20492	101	1	1	CARDINAL
fbem-20492	101	2	2	CARDINAL
fbem-20492	101	3	3	TIME
fbem-20492	101	4	3	CARDINAL
fbem-20492	103	1	1	CARDINAL
fbem-20492	104	1	3	CARDINAL
fbem-20492	105	1	1	CARDINAL
fbem-20492	105	2	3	CARDINAL
fbem-20492	105	3	2	CARDINAL
fbem-20492	105	4	1	CARDINAL
fbem-20492	105	5	2	CARDINAL
fbem-20492	107	1	      	ORG
fbem-20492	107	2	2	CARDINAL
fbem-20492	107	3	0	CARDINAL
fbem-20492	107	4	1	CARDINAL
fbem-20492	107	5	3 2	CARDINAL
fbem-20492	107	6	2	CARDINAL
fbem-20492	108	1	   	PERSON
fbem-20492	108	2	1	CARDINAL
fbem-20492	108	3	2	CARDINAL
fbem-20492	108	4	g x        	PERSON
fbem-20492	108	5	3	CARDINAL
fbem-20492	108	6	0	CARDINAL
fbem-20492	108	7	1	CARDINAL
fbem-20492	108	8	3 2	CARDINAL
fbem-20492	108	9	1	CARDINAL
fbem-20492	108	10	1	CARDINAL
fbem-20492	108	11	2	CARDINAL
fbem-20492	108	12	g	ORG
fbem-20492	108	13	    	ORG
fbem-20492	110	1	0≤lim𝑛→∞ r(δ𝑛	GPE
fbem-20492	110	2	3.1	CARDINAL
fbem-20492	112	1	jensen	PERSON
fbem-20492	112	2	233	CARDINAL
fbem-20492	112	3	0n n x  	QUANTITY
fbem-20492	112	4	3.2	CARDINAL
fbem-20492	112	5	3.2	CARDINAL
fbem-20492	112	6	3.1	CARDINAL
fbem-20492	112	7	3.1	CARDINAL
fbem-20492	113	1	china	GPE
fbem-20492	113	2	12161075	DATE
fbem-20492	113	3	guangdong province	GPE
fbem-20492	113	4	2022a1515010978	LANGUAGE
fbem-20492	113	5	2024a1515011258	CARDINAL
fbem-20492	113	6	jiangxi province	GPE
fbem-20492	113	7	20122abc201006	CARDINAL
fbem-20492	113	8	guangdong ocean university	ORG
fbem-20492	114	1	zhou	PERSON
fbem-20492	114	2	w	GPE
fbem-20492	114	3	b. y	PERSON
fbem-20492	115	1	sinica	ORG
fbem-20492	115	2	2003	DATE
fbem-20492	116	1	2	CARDINAL
fbem-20492	116	2	leoni-aubin	ORG
fbem-20492	116	3	two	CARDINAL
fbem-20492	116	4	j. statist	PERSON
fbem-20492	117	1	plann	PERSON
fbem-20492	118	1	2008	DATE
fbem-20492	118	2	915	CARDINAL
fbem-20492	119	1	3	CARDINAL
fbem-20492	119	2	liu	PERSON
fbem-20492	119	3	c. w	GPE
fbem-20492	119	4	bartlett	PERSON
fbem-20492	119	5	two	CARDINAL
fbem-20492	119	6	j. multivariate	PERSON
fbem-20492	120	1	2010	DATE
fbem-20492	120	2	1701	CARDINAL
fbem-20492	121	1	4	CARDINAL
fbem-20492	121	2	qin	PERSON
fbem-20492	121	3	two	CARDINAL
fbem-20492	123	1	lett, 2008	ORG
fbem-20492	123	2	903-812	QUANTITY
fbem-20492	124	1	5	CARDINAL
fbem-20492	124	2	j. s &	ORG
fbem-20492	125	1	2007	DATE
fbem-20492	125	2	48:437-457	CARDINAL
fbem-20492	126	1	6	CARDINAL
fbem-20492	126	2	y. & liang	ORG
fbem-20492	126	3	h.	PERSON
fbem-20492	126	4	2005	DATE
fbem-20492	126	5	92:271-282	CARDINAL
fbem-20492	127	1	liang h.	PERSON
fbem-20492	127	2	linear models	LOC
fbem-20492	130	1	an, 2010	DATE
fbem-20492	130	2	54	CARDINAL
fbem-20492	130	3	1079-1088	DATE
fbem-20492	131	1	8	CARDINAL
fbem-20492	131	2	mcintyre g a.	PERSON
fbem-20492	131	3	aust j agric res	WORK_OF_ART
fbem-20492	131	4	3, 1952	DATE
fbem-20492	131	5	p.385-390	ORG
fbem-20492	132	1	9	CARDINAL
fbem-20492	132	2	bai	ORG
fbem-20492	132	3	2003	DATE
fbem-20492	133	1	10	CARDINAL
fbem-20492	133	2	bayes	ORG
fbem-20492	133	3	third	ORDINAL
fbem-20492	133	4	berkeley	GPE
fbem-20492	136	1	prob	ORG
fbem-20492	136	2	1 (1955	CARDINAL
fbem-20492	136	3	p.157--163	DATE
fbem-20492	137	1	11	CARDINAL
fbem-20492	137	2	r. j	PERSON
fbem-20492	137	3	li	PERSON
fbem-20492	137	4	wu	PERSON
fbem-20492	137	5	j.	PERSON
fbem-20492	137	6	bayes	ORG
fbem-20492	138	1	140	CARDINAL
fbem-20492	138	2	2010	DATE
fbem-20492	138	3	no.1	ORG
fbem-20492	139	1	12	CARDINAL
fbem-20492	139	2	xinyi xu	PERSON
fbem-20492	139	3	dunke zhou	PERSON
fbem-20492	140	1	bayes	ORG
fbem-20492	141	1	102	CARDINAL
fbem-20492	141	2	2011	DATE
fbem-20492	142	1	13	CARDINAL
fbem-20492	142	2	johns m vjr	ORG
fbem-20492	142	3	van ryzin j r. convergence	PERSON
fbem-20492	142	4	two	CARDINAL
fbem-20492	142	5	2	CARDINAL
fbem-20492	143	1	ann	PERSON
fbem-20492	146	1	43	DATE
fbem-20492	146	2	1972	DATE
fbem-20492	146	3	937	CARDINAL
fbem-20492	147	1	14	CARDINAL
fbem-20492	147	2	lichun wang	PERSON
fbem-20492	147	3	radhey s. singh	PERSON
fbem-20492	148	1	linear bayes estimator	ORG
fbem-20492	148	2	two	CARDINAL
fbem-20492	149	1	computational statistics & data	ORG
fbem-20492	149	2	71	DATE
fbem-20492	149	3	2014	DATE
fbem-20492	149	4	642	CARDINAL
fbem-20492	150	1	15	CARDINAL
fbem-20492	150	2	naiyi li	PERSON
fbem-20492	150	3	yuan li	PERSON
fbem-20492	150	4	yongming li	PERSON
fbem-20492	150	5	yang liu	PERSON
fbem-20492	151	1	bayes inference	ORG
fbem-20492	152	1	2015	CARDINAL