id	sid	eid	entity	type
cana-1585	1	1	1074	CARDINAL
cana-1585	2	1	2024	CARDINAL
cana-1585	2	2	740	CARDINAL
cana-1585	2	3	δgα	DATE
cana-1585	2	4	m. madhesan1	PERSON
cana-1585	2	5	1research	CARDINAL
cana-1585	2	6	chennai	GPE
cana-1585	2	7	tamil nadu	LOC
cana-1585	2	8	india	GPE
cana-1585	3	1	2,*research	CARDINAL
cana-1585	3	2	chennai	GPE
cana-1585	3	3	tamil nadu	LOC
cana-1585	3	4	india 2	FAC
cana-1585	3	5	sasikala.sbs@velsuniv.ac.in article	PERSON
cana-1585	3	6	21-04-2024	CARDINAL
cana-1585	3	7	11	CARDINAL
cana-1585	3	8	24-06-2024	CARDINAL
cana-1585	3	9	δgα	DATE
cana-1585	4	1	δgα-o	DATE
cana-1585	5	1	1	CARDINAL
cana-1585	5	2	13	CARDINAL
cana-1585	9	1	12	CARDINAL
cana-1585	9	2	first	ORDINAL
cana-1585	9	3	r. devi et al	PERSON
cana-1585	13	1	1-4	CARDINAL
cana-1585	13	2	o	DATE
cana-1585	13	3	19–25	CARDINAL
cana-1585	13	4	5	CARDINAL
cana-1585	13	5	s. k. et	PERSON
cana-1585	14	1	11–12	CARDINAL
cana-1585	14	2	v. kokilavani et al.	PERSON
cana-1585	14	3	-s	NORP
cana-1585	14	4	15–18	CARDINAL
cana-1585	14	5	davis a. s.	PERSON
cana-1585	15	1	2	CARDINAL
cana-1585	16	1	cl(a	NORP
cana-1585	16	2	int(a	GPE
cana-1585	17	1	2.1	CARDINAL
cana-1585	17	2	1	CARDINAL
cana-1585	18	1	15	CARDINAL
cana-1585	19	1	2	CARDINAL
cana-1585	20	1	15	CARDINAL
cana-1585	20	2	⊆	CARDINAL
cana-1585	21	1	3	CARDINAL
cana-1585	22	1	2	CARDINAL
cana-1585	22	2	⊆	CARDINAL
cana-1585	23	1	1074	CARDINAL
cana-1585	24	1	2024	CARDINAL
cana-1585	24	2	741	CARDINAL
cana-1585	24	3	4	CARDINAL
cana-1585	25	1	12	CARDINAL
cana-1585	25	2	⊆	CARDINAL
cana-1585	26	1	levine	PERSON
cana-1585	26	2	generalized-o s	ORG
cana-1585	27	1	10	CARDINAL
cana-1585	29	1	10	CARDINAL
cana-1585	31	1	nbd.	PERSON
cana-1585	34	1	3	CARDINAL
cana-1585	34	2	δgα −closure	DATE
cana-1585	34	3	−cl	ORG
cana-1585	34	4	δgα −interior (δgα	DATE
cana-1585	34	5	δgα	DATE
cana-1585	35	1	3.1	CARDINAL
cana-1585	36	1	δgα-o	DATE
cana-1585	39	1	δgα-o(x	DATE
cana-1585	40	1	3.2	CARDINAL
cana-1585	41	1	φ	PERSON
cana-1585	41	2	φ	PERSON
cana-1585	41	3	δgα	DATE
cana-1585	42	1	3.3	CARDINAL
cana-1585	43	1	δgα− cl(a	PERSON
cana-1585	44	1	a	PERSON
cana-1585	46	1	3.4	CARDINAL
cana-1585	47	1	δgα	DATE
cana-1585	47	2	o	DATE
cana-1585	48	1	δgα	DATE
cana-1585	50	1	3.5	CARDINAL
cana-1585	52	1	every o	DATE
cana-1585	54	1	δgα-o	DATE
cana-1585	55	1	δgα-o	DATE
cana-1585	55	2	3.6	CARDINAL
cana-1585	56	1	zm ⊆ z	ORG
cana-1585	56	2	z.	PERSON
cana-1585	56	3	αcl	CARDINAL
cana-1585	57	1	⊆	CARDINAL
cana-1585	57	2	⊆	CARDINAL
cana-1585	58	1	⊆	CARDINAL
cana-1585	58	2	⊆	CARDINAL
cana-1585	60	1	⊆	CARDINAL
cana-1585	62	1	3.7	CARDINAL
cana-1585	63	1	δgα-o	DATE
cana-1585	64	1	3.1 and	DATE
cana-1585	64	2	3.8	CARDINAL
cana-1585	66	1	1074	CARDINAL
cana-1585	67	1	2024	CARDINAL
cana-1585	67	2	742	CARDINAL
cana-1585	67	3	δgα-o	DATE
cana-1585	68	1	⊆	CARDINAL
cana-1585	68	2	⊆	CARDINAL
cana-1585	68	3	⊆	CARDINAL
cana-1585	68	4	⊆	CARDINAL
cana-1585	68	5	s ⋂	ORG
cana-1585	68	6	δgα-o	DATE
cana-1585	68	7	x.	GPE
cana-1585	68	8	3.9	CARDINAL
cana-1585	70	1	αcl(m)-m	CARDINAL
cana-1585	71	1	⊆	CARDINAL
cana-1585	71	2	αcl(m)-m	CARDINAL
cana-1585	72	1	3.4	CARDINAL
cana-1585	72	2	3.10	CARDINAL
cana-1585	73	1	x.	GPE
cana-1585	73	2	δgα o	DATE
cana-1585	73	3	δgα o	DATE
cana-1585	73	4	δgα o	DATE
cana-1585	73	5	x.	GPE
cana-1585	73	6	δgα o	DATE
cana-1585	73	7	y ⋂g	PERSON
cana-1585	73	8	δgα o	DATE
cana-1585	73	9	x.	GPE
cana-1585	73	10	3.11	CARDINAL
cana-1585	74	1	two	CARDINAL
cana-1585	76	1	1.	CARDINAL
cana-1585	77	1	e. 2	PERSON
cana-1585	78	1	5	CARDINAL
cana-1585	79	1	δgα	DATE
cana-1585	79	2	6	DATE
cana-1585	80	1	δgα	DATE
cana-1585	81	1	7	CARDINAL
cana-1585	81	2	δgα	DATE
cana-1585	81	3	− cl(f	PERSON
cana-1585	82	1	8	CARDINAL
cana-1585	83	1	δgα	DATE
cana-1585	83	2	− cl(f	PERSON
cana-1585	84	1	1	CARDINAL
cana-1585	86	1	−c} e.	PERSON
cana-1585	88	1	2	CARDINAL
cana-1585	89	1	3	CARDINAL
cana-1585	91	1	4.	CARDINAL
cana-1585	92	1	5	CARDINAL
cana-1585	94	1	δgα	DATE
cana-1585	95	1	6	CARDINAL
cana-1585	101	1	f.	PERSON
cana-1585	102	1	1074	CARDINAL
cana-1585	103	1	2024	CARDINAL
cana-1585	103	2	743	CARDINAL
cana-1585	106	1	δgα	DATE
cana-1585	107	1	7	CARDINAL
cana-1585	107	2	δgα	DATE
cana-1585	108	1	− cl(f	PERSON
cana-1585	109	1	8	CARDINAL
cana-1585	114	1	δgα	DATE
cana-1585	115	1	3.12	CARDINAL
cana-1585	116	1	1	DATE
cana-1585	116	2	−int(e	GPE
cana-1585	119	1	δgα	DATE
cana-1585	119	2	int(x	ORG
cana-1585	120	1	4	CARDINAL
cana-1585	122	1	4.1	CARDINAL
cana-1585	124	1	x x	PERSON
cana-1585	124	2	xg	PERSON
cana-1585	125	1	x x	PERSON
cana-1585	126	1	δgα	DATE
cana-1585	128	1	4.2	CARDINAL
cana-1585	129	1	φ	PERSON
cana-1585	129	2	φ	PERSON
cana-1585	129	3	δgα	DATE
cana-1585	130	1	o	DATE
cana-1585	133	1	4.3	CARDINAL
cana-1585	137	1	x.	GPE
cana-1585	137	2	p	NORP
cana-1585	142	1	o	DATE
cana-1585	147	1	4.4	CARDINAL
cana-1585	152	1	bb	ORG
cana-1585	152	2	.	ORG
cana-1585	154	1	4.5	CARDINAL
cana-1585	158	1	1074	CARDINAL
cana-1585	159	1	2024	CARDINAL
cana-1585	159	2	744	CARDINAL
cana-1585	160	1	bc	ORG
cana-1585	161	1	bc	ORG
cana-1585	164	1	o	DATE
cana-1585	164	2	bc	ORG
cana-1585	165	1	4.6	CARDINAL
cana-1585	166	1	1	CARDINAL
cana-1585	167	1	2.	CARDINAL
cana-1585	168	1	δgα	DATE
cana-1585	168	2	xb	GPE
cana-1585	168	3	1	CARDINAL
cana-1585	168	4	δgα	DATE
cana-1585	169	1	2	CARDINAL
cana-1585	169	2	δgα	DATE
cana-1585	170	1	o	DATE
cana-1585	170	2	4.7	CARDINAL
cana-1585	171	1	δgα	DATE
cana-1585	171	2		PRODUCT
cana-1585	172	1	δgα	DATE
cana-1585	173	1	o	DATE
cana-1585	173	2	xu	GPE
cana-1585	174	1	. hence a	GPE
cana-1585	175	1	4.8	CARDINAL
cana-1585	178	1	x.	GPE
cana-1585	180	1	o	DATE
cana-1585	181	1	x. 5	DATE
cana-1585	182	1	5.1	CARDINAL
cana-1585	182	2	δgα-o	DATE
cana-1585	183	1	5.2	CARDINAL
cana-1585	183	2	five	CARDINAL
cana-1585	184	1	two	CARDINAL
cana-1585	190	1	δgα-cl(m	DATE
cana-1585	195	1	δgα-d(m⋂s	DATE
cana-1585	195	2	⊆	CARDINAL
cana-1585	196	1	5.1	CARDINAL
cana-1585	197	1	m-{p})≠ φ	ORG
cana-1585	197	2	δgα-o	DATE
cana-1585	197	3	m⊆s	GPE
cana-1585	197	4	s-{p})≠ φ	PERSON
cana-1585	197	5	δgα-o	DATE
cana-1585	200	1	pm	ORG
cana-1585	200	2	δgα-o	DATE
cana-1585	200	3	δgα-o	DATE
cana-1585	200	4	xm	ORG
cana-1585	200	5	= φ	PERSON
cana-1585	202	1	⊆	CARDINAL
cana-1585	202	2	⊆	CARDINAL
cana-1585	202	3	pm	ORG
cana-1585	203	1	1074	CARDINAL
cana-1585	204	1	2024	CARDINAL
cana-1585	204	2	745	CARDINAL
cana-1585	204	3	δgα-o	DATE
cana-1585	204	4		DATE
cana-1585	204	5	δgα-o	DATE
cana-1585	207	1	⊆	CARDINAL
cana-1585	207	2	δgα-cl(m	DATE
cana-1585	207	3	δgα-cl(m	DATE
cana-1585	209	1	δgα-cl(m	DATE
cana-1585	210	1	m.	PERSON
cana-1585	210	2	δgα-o	DATE
cana-1585	211	1	δgα-cl(m	DATE
cana-1585	212	1	δgα-cl(m	DATE
cana-1585	212	2	⊆	CARDINAL
cana-1585	212	3	δgα-cl(m	DATE
cana-1585	213	1	⊆	CARDINAL
cana-1585	213	2	⊆	CARDINAL
cana-1585	213	3	s.	PERSON
cana-1585	213	4	⊆	CARDINAL
cana-1585	213	5	⊆	CARDINAL
cana-1585	215	1	⊆	CARDINAL
cana-1585	218	1	δgα-d(m⋂s	DATE
cana-1585	218	2	δgαd(m⋂s	DATE
cana-1585	220	1	δgα-d(m⋂s	DATE
cana-1585	221	1	6.	CARDINAL
cana-1585	222	1	1	CARDINAL
cana-1585	222	2	d., & sasikala	ORG
cana-1585	222	3	2016	DATE
cana-1585	224	1	iosr journal of mathematics	ORG
cana-1585	224	2	70-74	DATE
cana-1585	225	1	2	CARDINAL
cana-1585	225	2	kavitha	PERSON
cana-1585	225	3	2022	CARDINAL
cana-1585	227	1	algebraic statistics	ORG
cana-1585	227	2	13(3	CARDINAL
cana-1585	227	3	891	CARDINAL
cana-1585	228	1	3	CARDINAL
cana-1585	228	2	v. e.	PERSON
cana-1585	228	3	sivaraj	PERSON
cana-1585	228	4	d., & thirumalaisamy	ORG
cana-1585	228	5	r.	PERSON
cana-1585	228	6	2018	DATE
cana-1585	230	1	10(7	CARDINAL
cana-1585	230	2	2129	CARDINAL
cana-1585	231	1	4	CARDINAL
cana-1585	231	2	v. e.	PERSON
cana-1585	231	3	sivaraj	PERSON
cana-1585	231	4	d.	NORP
cana-1585	231	5	r., & venkatesan	ORG
cana-1585	231	6	s. j. (	PERSON
cana-1585	231	7	2018	DATE
cana-1585	233	1	10(7	CARDINAL
cana-1585	233	2	21352142	DATE
cana-1585	234	1	5	CARDINAL
cana-1585	234	2	s. g.	PERSON
cana-1585	234	3	s. k.	PERSON
cana-1585	234	4	1971	DATE
cana-1585	236	1	texas journal of science	ORG
cana-1585	236	2	22	DATE
cana-1585	236	3	99-112	CARDINAL
cana-1585	237	1	6	CARDINAL
cana-1585	237	2	s. g.	PERSON
cana-1585	237	3	s. k.	PERSON
cana-1585	237	4	1972	DATE
cana-1585	239	1	fundamenta mathematicae	ORG
cana-1585	239	2	74	CARDINAL
cana-1585	239	3	233	CARDINAL
cana-1585	240	1	devi	PERSON
cana-1585	240	2	r.	NORP
cana-1585	240	3	kokilavani	PERSON
cana-1585	240	4	2012	DATE
cana-1585	242	1	international journal of computer applications	ORG
cana-1585	242	2	38	CARDINAL
cana-1585	243	1	8	CARDINAL
cana-1585	243	2	s., & wali	ORG
cana-1585	243	3	r. s.	PERSON
cana-1585	243	4	2007	DATE
cana-1585	245	1	malaysian	NORP
cana-1585	245	2	99	CARDINAL
cana-1585	246	1	9	CARDINAL
cana-1585	246	2	s. s.	PERSON
cana-1585	246	3	patil	WORK_OF_ART
cana-1585	246	4	p. g.	PERSON
cana-1585	246	5	2009	DATE
cana-1585	248	1	2(1	CARDINAL
cana-1585	248	2	53-63	CARDINAL
cana-1585	249	1	10] kokilavani	QUANTITY
cana-1585	249	2	2012	DATE
cana-1585	251	1	2(3	CARDINAL
cana-1585	251	2	1-4	CARDINAL
cana-1585	252	1	11	CARDINAL
cana-1585	252	2	s. s.	PERSON
cana-1585	252	3	p. g.	PERSON
cana-1585	252	4	2010	DATE
cana-1585	254	1	1(2	CARDINAL
cana-1585	255	1	12] kokilavani	QUANTITY
cana-1585	255	2	2012	DATE
cana-1585	257	1	3(3	CARDINAL
cana-1585	257	2	1-4	CARDINAL
cana-1585	258	1	13	CARDINAL
cana-1585	258	2	2012	DATE
cana-1585	260	1	46	DATE
cana-1585	260	2	8207-8210	DATE
cana-1585	261	1	14	CARDINAL
cana-1585	263	1	13	CARDINAL
cana-1585	264	1	1074	CARDINAL
cana-1585	265	1	2024	CARDINAL
cana-1585	265	2	746	CARDINAL
cana-1585	266	1	15	CARDINAL
cana-1585	266	2	a. s.	PERSON
cana-1585	266	3	1961	DATE
cana-1585	268	1	american mathematical society	ORG
cana-1585	268	2	68(9	CARDINAL
cana-1585	268	3	886	CARDINAL
cana-1585	269	1	16	CARDINAL
cana-1585	269	2	b. k.	PERSON
cana-1585	269	3	1987	DATE
cana-1585	271	1	indian	NORP
cana-1585	271	2	29(3	CARDINAL
cana-1585	271	3	375	CARDINAL
cana-1585	272	1	17	CARDINAL
cana-1585	272	2	al-swidi	ORG
cana-1585	272	3	a. l.	PERSON
cana-1585	272	4	2012	DATE
cana-1585	274	1	41	CARDINAL
cana-1585	275	1	18	CARDINAL
cana-1585	275	2	b. k.	PERSON
cana-1585	275	3	1987	DATE
cana-1585	277	1	indian	NORP
cana-1585	277	2	29(3	CARDINAL
cana-1585	277	3	375	CARDINAL
cana-1585	278	1	19	CARDINAL
cana-1585	278	2	1970	DATE
cana-1585	280	1	del circolo matematico di palermo	PERSON
cana-1585	280	2	19	DATE
cana-1585	280	3	89	CARDINAL
cana-1585	281	1	20	CARDINAL
cana-1585	281	2	d., & mukherjee	ORG
cana-1585	281	3	m. n.	PERSON
cana-1585	281	4	2007	DATE
cana-1585	283	1	de matemática	ORG
cana-1585	283	2	30(1	CARDINAL
cana-1585	283	3	67	CARDINAL
cana-1585	284	1	21	CARDINAL
cana-1585	284	2	g. a.	PERSON
cana-1585	284	3	& chandel	ORG
cana-1585	284	4	r. s.	PERSON
cana-1585	284	5	1987	DATE
cana-1585	286	1	the indian academy of mathematics	ORG
cana-1585	286	2	9(2	CARDINAL
cana-1585	286	3	87	CARDINAL
cana-1585	287	1	22	CARDINAL
cana-1585	287	2	m.	PERSON
cana-1585	287	3	jafari	GPE
cana-1585	287	4	s., & navalagi	ORG
cana-1585	287	5	g. b.	PERSON
cana-1585	287	6	2002	DATE
cana-1585	289	1	demonstratio mathematica	PERSON
cana-1585	289	2	415	CARDINAL
cana-1585	290	1	23	CARDINAL
cana-1585	290	2	devi	PERSON
cana-1585	290	3	1994	DATE
cana-1585	292	1	kochi university	ORG
cana-1585	292	2	15	CARDINAL
cana-1585	292	3	51-63	DATE
cana-1585	293	1	24	CARDINAL
cana-1585	293	2	s. r.	PERSON
cana-1585	293	3	1982	DATE
cana-1585	295	1	journal of karnatak university	ORG
cana-1585	295	2	27	CARDINAL
cana-1585	295	3	82-88	DATE
cana-1585	296	1	25	CARDINAL
cana-1585	296	2	1965	DATE
cana-1585	298	1	pacific journal of mathematics	ORG
cana-1585	298	2	15	CARDINAL
cana-1585	298	3	961	CARDINAL