id	sid	eid	entity	type
cana-1315	1	1	1074	CARDINAL
cana-1315	2	1	7s	CARDINAL
cana-1315	2	2	2024	CARDINAL
cana-1315	2	3	357	CARDINAL
cana-1315	2	4	1	CARDINAL
cana-1315	2	5	g. srinivasa rao	PERSON
cana-1315	2	6	2	CARDINAL
cana-1315	2	7	aravinda raju	PERSON
cana-1315	2	8	3	CARDINAL
cana-1315	2	9	4	CARDINAL
cana-1315	2	10	1	CARDINAL
cana-1315	2	11	guntur	PERSON
cana-1315	2	12	a.p.	GPE
cana-1315	2	13	2	CARDINAL
cana-1315	2	14	dvr & dr	ORG
cana-1315	2	15	hs	PERSON
cana-1315	3	1	krishna district521180	PERSON
cana-1315	3	2	a.p	GPE
cana-1315	3	3	india	GPE
cana-1315	3	4	3	CARDINAL
cana-1315	3	5	coimbatore	ORG
cana-1315	3	6	tamilnadu	GPE
cana-1315	3	7	india	GPE
cana-1315	4	1	email:savithri.vijayakumar@kahedu.edu.in 4	DATE
cana-1315	4	2	guntur	PERSON
cana-1315	4	3	a.p.	GPE
cana-1315	4	4	india.email:vinomaths6@gmail.com	ORG
cana-1315	5	1	01-06-2024	CARDINAL
cana-1315	5	2	03-07-2024	CARDINAL
cana-1315	5	3	29-07-2024	CARDINAL
cana-1315	7	1	2000	CARDINAL
cana-1315	7	2	03f55	CARDINAL
cana-1315	7	3	08a72	CARDINAL
cana-1315	8	1	1	CARDINAL
cana-1315	11	1	abc	ORG
cana-1315	11	2	ter.semi	GPE
cana-1315	12	1	g. srinivasa rao et al	PERSON
cana-1315	15	1	2	CARDINAL
cana-1315	17	1	0	CARDINAL
cana-1315	17	2	1	CARDINAL
cana-1315	18	1	def.2.2	PERSON
cana-1315	18	2	ter.semi	GPE
cana-1315	19	1	s	PERSON
cana-1315	19	2	b)},(ii	GPE
cana-1315	19	3	s	PERSON
cana-1315	19	4	abc	ORG
cana-1315	19	5	s	PERSON
cana-1315	19	6	s	PERSON
cana-1315	20	1	zero	CARDINAL
cana-1315	21	1	z\n	PERSON
cana-1315	21	2	zero	CARDINAL
cana-1315	23	1	0	CARDINAL
cana-1315	23	2	1	CARDINAL
cana-1315	23	3	1074	CARDINAL
cana-1315	24	1	7s	CARDINAL
cana-1315	24	2	2024	CARDINAL
cana-1315	24	3	358	CARDINAL
cana-1315	24	4	s. ex.2.4:	ORG
cana-1315	24	5	5	CARDINAL
cana-1315	24	6	0	CARDINAL
cana-1315	24	7	-1	ORG
cana-1315	25	1	0	CARDINAL
cana-1315	25	2	1	CARDINAL
cana-1315	25	3	0	CARDINAL
cana-1315	25	4	1	CARDINAL
cana-1315	26	1	0.3	CARDINAL
cana-1315	26	2	1	CARDINAL
cana-1315	26	3	0.3	CARDINAL
cana-1315	26	4	1	CARDINAL
cana-1315	26	5	0.3	CARDINAL
cana-1315	28	1	zero	CARDINAL
cana-1315	28	2	0	CARDINAL
cana-1315	28	3	1	CARDINAL
cana-1315	32	1	0	CARDINAL
cana-1315	32	2	1	CARDINAL
cana-1315	34	1	0	CARDINAL
cana-1315	34	2	1	CARDINAL
cana-1315	35	1	max	PERSON
cana-1315	35	2	ter.semi	GPE
cana-1315	36	1	max	PERSON
cana-1315	36	2	s	PERSON
cana-1315	36	3	b)},(ii	GPE
cana-1315	36	4	s	PERSON
cana-1315	36	5	abc	ORG
cana-1315	36	6	max	PERSON
cana-1315	36	7	s	PERSON
cana-1315	36	8	s	PERSON
cana-1315	37	1	ter.semi	GPE
cana-1315	38	1	s	PERSON
cana-1315	38	2	abc	ORG
cana-1315	39	1	s	PERSON
cana-1315	41	1	two	CARDINAL
cana-1315	42	1	h(t	GPE
cana-1315	43	1	u	ORG
cana-1315	43	2	1	CARDINAL
cana-1315	44	1	h -1	ORG
cana-1315	46	1	two	CARDINAL
cana-1315	49	1	two	CARDINAL
cana-1315	51	1	h(abc	CARDINAL
cana-1315	70	1	0	CARDINAL
cana-1315	70	2	0 1 2 3 4	QUANTITY
cana-1315	70	3	0	CARDINAL
cana-1315	70	4	2 1	CARDINAL
cana-1315	70	5	1074	CARDINAL
cana-1315	71	1	7s	CARDINAL
cana-1315	71	2	2024	CARDINAL
cana-1315	71	3	359	CARDINAL
cana-1315	73	1	two	CARDINAL
cana-1315	75	1	one	CARDINAL
cana-1315	77	1	two	CARDINAL
cana-1315	78	1	ter.semi	GPE
cana-1315	78	2	one	CARDINAL
cana-1315	79	1	ter.semi	GPE
cana-1315	79	2	3	CARDINAL
cana-1315	79	3	two	CARDINAL
cana-1315	79	4	ter.semi	GPE
cana-1315	80	1	two	CARDINAL
cana-1315	80	2	ter.semi	GPE
cana-1315	81	1	q={(q	PERSON
cana-1315	82	1	max	PERSON
cana-1315	83	1	max	PERSON
cana-1315	83	2	max	PERSON
cana-1315	83	3	max	PERSON
cana-1315	83	4	max	PERSON
cana-1315	85	1	max	PERSON
cana-1315	85	2	max	PERSON
cana-1315	85	3	max	PERSON
cana-1315	87	1	two	CARDINAL
cana-1315	87	2	t. th.3.2	ORG
cana-1315	88	1	i	PERSON
cana-1315	89	1	 i	PERSON
cana-1315	90	1	  	PERSON
cana-1315	91	1	max	PERSON
cana-1315	92	1	max	PERSON
cana-1315	92	2	max	PERSON
cana-1315	93	1	max	PERSON
cana-1315	94	1	max	PERSON
cana-1315	94	2	max	PERSON
cana-1315	94	3	max	PERSON
cana-1315	94	4	 p	ORG
cana-1315	94	5	max	PERSON
cana-1315	94	6	 p	ORG
cana-1315	95	1	t. th.3.3	ORG
cana-1315	95	2	t3	ORG
cana-1315	96	1	t3	ORG
cana-1315	97	1	c3	PERSON
cana-1315	97	2	t3	ORG
cana-1315	98	1	b3	GPE
cana-1315	98	2	c3	PERSON
cana-1315	98	3	1074	CARDINAL
cana-1315	99	1	7s	CARDINAL
cana-1315	99	2	2024	CARDINAL
cana-1315	100	1	max	PERSON
cana-1315	100	2	bbbq 	PERSON
cana-1315	100	3	max	PERSON
cana-1315	100	4	max	PERSON
cana-1315	100	5	max	PERSON
cana-1315	100	6	max	PERSON
cana-1315	100	7	max	PERSON
cana-1315	101	1		PRODUCT
cana-1315	101	2	max	PERSON
cana-1315	103	1	max	PERSON
cana-1315	104	1	cccr	PERSON
cana-1315	104	2	max	PERSON
cana-1315	104	3	max	PERSON
cana-1315	104	4	max	PERSON
cana-1315	104	5	max	PERSON
cana-1315	104	6	max	PERSON
cana-1315	104	7	max	PERSON
cana-1315	105	1	max	PERSON
cana-1315	109	1	b3	GPE
cana-1315	109	2	c3	PERSON
cana-1315	109	3	bau  = u	PRODUCT
cana-1315	110	1	max	PERSON
cana-1315	110	2	max	PERSON
cana-1315	110	3	max	PERSON
cana-1315	110	4	max	PERSON
cana-1315	110	5	max	PERSON
cana-1315	110	6	max	PERSON
cana-1315	110	7	max	PERSON
cana-1315	110	8	bu	PERSON
cana-1315	111	1	bau  ≤ max{  au	PRODUCT
cana-1315	111	2	bu	PERSON
cana-1315	111	3	t × t × t.	ORG
cana-1315	111	4	max	PERSON
cana-1315	111	5	max	PERSON
cana-1315	111	6	max	PERSON
cana-1315	111	7	max	PERSON
cana-1315	111	8	max	PERSON
cana-1315	111	9		ORG
cana-1315	111	10	max	PERSON
cana-1315	111	11	max	PERSON
cana-1315	111	12		ORG
cana-1315	111	13	max	PERSON
cana-1315	111	14	max	PERSON
cana-1315	111	15	bu	PERSON
cana-1315	112	1	max	PERSON
cana-1315	112	2	bu	PERSON
cana-1315	112	3	ct×t×t	ORG
cana-1315	114	1	max	PERSON
cana-1315	114	2	aau	PERSON
cana-1315	115	1		DATE
cana-1315	117	1	bu	PERSON
cana-1315	117	2	max	PERSON
cana-1315	117	3	max	PERSON
cana-1315	118	1	aau	PERSON
cana-1315	118	2	aau	PERSON
cana-1315	118	3	 ≤ max	QUANTITY
cana-1315	118	4	max	PERSON
cana-1315	118	5	1074	CARDINAL
cana-1315	119	1	7s	CARDINAL
cana-1315	119	2	2024	CARDINAL
cana-1315	119	3	361	CARDINAL
cana-1315	120	1	max	PERSON
cana-1315	120	2	bu	PERSON
cana-1315	120	3	max	PERSON
cana-1315	120	4	max	PERSON
cana-1315	120	5	max	PERSON
cana-1315	120	6	max	PERSON
cana-1315	120	7	max	PERSON
cana-1315	120	8		ORG
cana-1315	121	1	max	PERSON
cana-1315	121	2	t. th.3.5	GPE
cana-1315	122	1	u ≤ max	FAC
cana-1315	122	2	max	PERSON
cana-1315	125	1	u ≤ max	FAC
cana-1315	126	1	0	CARDINAL
cana-1315	128	1		PERSON
cana-1315	129	1	1	CARDINAL
cana-1315	130	1	1 or	CARDINAL
cana-1315	130	2	1	CARDINAL
cana-1315	131	1	u ≤ max	FAC
cana-1315	131	2	1 ≤ max	QUANTITY
cana-1315	132	1	1 or	CARDINAL
cana-1315	132	2	1	CARDINAL
cana-1315	135	1	max	PERSON
cana-1315	135	2	max	PERSON
cana-1315	135	3	max	PERSON
cana-1315	138	1	max	PERSON
cana-1315	138	2	max	PERSON
cana-1315	138	3	γ)}	PERSON
cana-1315	138	4	max	PERSON
cana-1315	140	1	s.	PERSON
cana-1315	141	1	h(α	NORP
cana-1315	143	1	max	PERSON
cana-1315	143	2	h(α	NORP
cana-1315	143	3	max	PERSON
cana-1315	143	4		ORG
cana-1315	143	5	max	PERSON
cana-1315	144	1	1074	CARDINAL
cana-1315	145	1	7s	CARDINAL
cana-1315	145	2	2024	CARDINAL
cana-1315	146	1	362	CARDINAL
cana-1315	146	2	h(α	NORP
cana-1315	146	3	max	PERSON
cana-1315	146	4		ORG
cana-1315	146	5	max	PERSON
cana-1315	150	1	p(x	PERSON
cana-1315	150	2	p(x	PERSON
cana-1315	150	3	max	PERSON
cana-1315	152	1	max	PERSON
cana-1315	153	1	max	PERSON
cana-1315	153	2	max {p(x	PERSON
cana-1315	153	3	p(x	PERSON
cana-1315	153	4	max	PERSON
cana-1315	154	1		PERSON
cana-1315	154	2	max	PERSON
cana-1315	157	1	two	CARDINAL
cana-1315	158	1	t1	ORG
cana-1315	161	1	two	CARDINAL
cana-1315	164	1	t1	ORG
cana-1315	165	1	f(β	PERSON
cana-1315	166	1	max	PERSON
cana-1315	166	2	β)}	ORG
cana-1315	166	3	max	PERSON
cana-1315	168	1	max	PERSON
cana-1315	168	2	max	PERSON
cana-1315	169	1	t1	ORG
cana-1315	171	1	two	CARDINAL
cana-1315	172	1	t1	ORG
cana-1315	174	1	two	CARDINAL
cana-1315	179	1	max	PERSON
cana-1315	180	1	max	PERSON
cana-1315	180	2	max	PERSON
cana-1315	183	1	max	PERSON
cana-1315	183	2	max	PERSON
cana-1315	183	3	max	PERSON
cana-1315	185	1	two	CARDINAL
cana-1315	185	2	t1	ORG
cana-1315	188	1	two	CARDINAL
cana-1315	189	1	tt1	TIME
cana-1315	192	1	t1	ORG
cana-1315	193	1	f(β	PERSON
cana-1315	193	2	1074	CARDINAL
cana-1315	194	1	7s	CARDINAL
cana-1315	194	2	2024	CARDINAL
cana-1315	194	3	363	CARDINAL
cana-1315	197	1	max	PERSON
cana-1315	198	1	max	PERSON
cana-1315	201	1	two	CARDINAL
cana-1315	202	1	t1	ORG
cana-1315	204	1	two	CARDINAL
cana-1315	211	1	max	PERSON
cana-1315	213	1	1	CARDINAL
cana-1315	213	2	zaid	NORP
cana-1315	214	1	44(1991	CARDINAL
cana-1315	214	2	139	CARDINAL
cana-1315	215	1	2	CARDINAL
cana-1315	215	2	punjab university journal of mathematics	ORG
cana-1315	215	3	61-76	CARDINAL
cana-1315	216	1	3	CARDINAL
cana-1315	216	2	hemi	GPE
cana-1315	216	3	2	CARDINAL
cana-1315	216	4	2007	DATE
cana-1315	218	1	4	CARDINAL
cana-1315	218	2	systems,105,181-183(1999	DATE
cana-1315	219	1	5	CARDINAL
cana-1315	219	2	davvaz.b	NORP
cana-1315	219	3	a. dudek	PERSON
cana-1315	219	4	rosenfeld	PERSON
cana-1315	219	5	oct 2007	DATE
cana-1315	219	6	1	CARDINAL
cana-1315	220	1	6	CARDINAL
cana-1315	221	1	rajesh kumar	PERSON
cana-1315	221	2	naseem ajmal	PERSON
cana-1315	221	3	37	DATE
cana-1315	221	4	359	CARDINAL
cana-1315	221	5	1990	DATE
cana-1315	222	1	7	CARDINAL
cana-1315	222	2	rajesh kumar	PERSON
cana-1315	222	3	1	CARDINAL
cana-1315	222	4	university of delhi	ORG
cana-1315	222	5	july	DATE
cana-1315	222	6	1993	DATE
cana-1315	223	1	8	CARDINAL
cana-1315	223	2	84	DATE
cana-1315	223	3	264	CARDINAL
cana-1315	223	4	1981	DATE
cana-1315	224	1	9	CARDINAL
cana-1315	224	2	338	CARDINAL
cana-1315	224	3	1965	DATE
cana-1315	225	1	10	CARDINAL
cana-1315	225	2	g. srinivasa rao &	PERSON
cana-1315	225	3	d. madhusudhana rao	PERSON
cana-1315	225	4	vol.3	ORG
cana-1315	225	5	3 2015	DATE
cana-1315	226	1	11	CARDINAL
cana-1315	226	2	g. srinivasa rao &	ORG
cana-1315	226	3	d. madhusudhana rao	PERSON
cana-1315	226	4	mathematical archive	ORG
cana-1315	226	5	2014	DATE
cana-1315	227	1	12	CARDINAL
cana-1315	227	2	g. srinivasa rao	PERSON
cana-1315	227	3	d. madhusudhana rao	PERSON
cana-1315	227	4	1	CARDINAL
cana-1315	228	1	13	CARDINAL
cana-1315	228	2	g. srinivasa rao	PERSON
cana-1315	228	3	d. madhusudhana rao & p. siva prasad	ORG
cana-1315	228	4	mathematics & mathematical sciences	ORG
cana-1315	228	5	2016	DATE
cana-1315	228	6	pp:185196	GPE
cana-1315	229	1	14	CARDINAL
cana-1315	229	2	d. madhusudhana rao	PERSON
cana-1315	229	3	g. srinivasa rao	PERSON
cana-1315	229	4	11	CARDINAL
cana-1315	229	5	november 2014	DATE