id	sid	eid	entity	type
cana-578	1	1	1074	CARDINAL
cana-578	1	2	31	CARDINAL
cana-578	2	1	1s	CARDINAL
cana-578	2	2	2024	CARDINAL
cana-578	2	3	187	CARDINAL
cana-578	2	4	l. praveen kumar1	PERSON
cana-578	3	1	kukatpalle	GPE
cana-578	3	2	hyderabad	GPE
cana-578	3	3	500085	DATE
cana-578	3	4	telangana	NORP
cana-578	3	5	india	GPE
cana-578	3	6	2sr	ORDINAL
cana-578	4	1	hyderabad	GPE
cana-578	4	2	kukatpalle	GPE
cana-578	4	3	500085	DATE
cana-578	4	4	telangana state	GPE
cana-578	4	5	india	GPE
cana-578	5	1	1email	DATE
cana-578	5	2	2email	PERSON
cana-578	5	3	15-02-2024	CARDINAL
cana-578	5	4	09-04-2024	CARDINAL
cana-578	5	5	24-04-2024	CARDINAL
cana-578	6	1	first	ORDINAL
cana-578	6	2	two	CARDINAL
cana-578	6	3	two	CARDINAL
cana-578	11	1	two	CARDINAL
cana-578	11	2	affine	ORG
cana-578	13	1	1.	CARDINAL
cana-578	15	1	in[3	NORP
cana-578	16	1	x×x →x	PERSON
cana-578	16	2	x→x	CARDINAL
cana-578	17	1	the year 2008	DATE
cana-578	20	1	2023[7	CARDINAL
cana-578	22	1	two	CARDINAL
cana-578	23	1	mailto:vajhasrinu@gmail.com	ORG
cana-578	23	2	1074	CARDINAL
cana-578	23	3	31	CARDINAL
cana-578	24	1	1s	CARDINAL
cana-578	24	2	2024	CARDINAL
cana-578	24	3	188	CARDINAL
cana-578	25	1	2	CARDINAL
cana-578	28	1	𝑋𝑚	PERSON
cana-578	28	2	2.1	CARDINAL
cana-578	29	1	1	CARDINAL
cana-578	29	2	2	CARDINAL
cana-578	30	1	∈	ORG
cana-578	30	2	𝑋𝑚	PERSON
cana-578	30	3	𝑓(𝑥𝑛−𝑚	PRODUCT
cana-578	30	4	𝑥𝑛−𝑚+1	LOC
cana-578	31	1	2.2	CARDINAL
cana-578	31	2	2	CARDINAL
cana-578	31	3	2	CARDINAL
cana-578	32	1	2	CARDINAL
cana-578	33	1	∈	ORG
cana-578	34	1	2.3	CARDINAL
cana-578	34	2	∈	ORG
cana-578	35	1	∈ ℕ	ORG
cana-578	35	2	0 ≤	MONEY
cana-578	36	1	2.4	CARDINAL
cana-578	36	2	∈	ORG
cana-578	37	1	1step	CARDINAL
cana-578	38	1	2.5	CARDINAL
cana-578	38	2	∈	ORG
cana-578	39	1	𝑑(𝑥𝑛	GPE
cana-578	39	2	2.6	CARDINAL
cana-578	39	3	∈	ORG
cana-578	39	4	0	CARDINAL
cana-578	40	1	∈	ORG
cana-578	40	2	2.7	CARDINAL
cana-578	41	1	2.8	CARDINAL
cana-578	41	2	⊆	CARDINAL
cana-578	41	3	∞ ⊆	CARDINAL
cana-578	41	4	2.9	CARDINAL
cana-578	42	1	𝑋. ℛ(𝑓	GPE
cana-578	42	2	𝑋. ω(𝑓	PERSON
cana-578	43	1	1074	CARDINAL
cana-578	43	2	31	CARDINAL
cana-578	44	1	1s	CARDINAL
cana-578	44	2	2024	CARDINAL
cana-578	44	3	189	CARDINAL
cana-578	44	4	3	CARDINAL
cana-578	44	5	1	CARDINAL
cana-578	45	1	3.1	CARDINAL
cana-578	46	1	⊆	CARDINAL
cana-578	46	2	⊆	CARDINAL
cana-578	46	3	⊆	CARDINAL
cana-578	47	1	1	CARDINAL
cana-578	47	2	first	ORDINAL
cana-578	47	3	two	CARDINAL
cana-578	48	1	one	CARDINAL
cana-578	49	1	2	CARDINAL
cana-578	49	2	∈	ORG
cana-578	50	1	∈	ORG
cana-578	51	1	3	CARDINAL
cana-578	51	2	∈	ORG
cana-578	52	1	1.6	CARDINAL
cana-578	52	2	𝑑(𝑥𝑛	GPE
cana-578	52	3	∈	ORG
cana-578	52	4	0	CARDINAL
cana-578	53	1	𝑑(𝑥	PERSON
cana-578	56	1	2𝜖.	CARDINAL
cana-578	57	1	3.1	CARDINAL
cana-578	59	1	∈	ORG
cana-578	60	1	𝑑(𝑥𝑛	GPE
cana-578	60	2	1.1	CARDINAL
cana-578	60	3	𝑥𝑛−1	ORG
cana-578	60	4	⟹ 𝑑(𝑓(𝑝	PERSON
cana-578	61	1	𝑓(𝑝	PERSON
cana-578	63	1	3.2	CARDINAL
cana-578	63	2	∈	ORG
cana-578	64	1	∞ converges	PERSON
cana-578	64	2	𝑝. 𝑝	ORG
cana-578	64	3	3.1	CARDINAL
cana-578	65	1	3.3	CARDINAL
cana-578	66	1	𝑆	ORG
cana-578	66	2	x.	GPE
cana-578	66	3	∞ converges	PERSON
cana-578	66	4	∈	ORG
cana-578	66	5	∈	ORG
cana-578	68	1	∈	ORG
cana-578	70	1	1074	CARDINAL
cana-578	70	2	31	CARDINAL
cana-578	71	1	1s	CARDINAL
cana-578	71	2	2024	CARDINAL
cana-578	71	3	190	CARDINAL
cana-578	72	1	3.2	CARDINAL
cana-578	74	1	3.2	CARDINAL
cana-578	75	1	4	CARDINAL
cana-578	75	2	⊆	CARDINAL
cana-578	75	3	∈	ORG
cana-578	77	1	𝑌 of 𝑋	ORG
cana-578	78	1	4.1	CARDINAL
cana-578	80	1	1	CARDINAL
cana-578	81	1	1	CARDINAL
cana-578	82	1	2	CARDINAL
cana-578	82	2	∈	ORG
cana-578	84	1	1⇒2	CARDINAL
cana-578	85	1	⊆	CARDINAL
cana-578	85	2	∈	ORG
cana-578	85	3	⊆	CARDINAL
cana-578	85	4	∈	ORG
cana-578	85	5	𝑉∗	ORG
cana-578	85	6	𝑋. 2⇒	PERSON
cana-578	86	1	∈	ORG
cana-578	88	1	2	CARDINAL
cana-578	93	1	4.2	CARDINAL
cana-578	94	1	1074	CARDINAL
cana-578	94	2	31	CARDINAL
cana-578	95	1	1s	CARDINAL
cana-578	95	2	2024	CARDINAL
cana-578	95	3	191	CARDINAL
cana-578	97	1	∈	ORG
cana-578	97	2	6	CARDINAL
cana-578	98	1	𝑋	PERSON
cana-578	98	2	∈	ORG
cana-578	99	1	4.3	CARDINAL
cana-578	99	2	𝑋𝑚	PERSON
cana-578	100	1	𝑂(𝑥)̅̅ ̅̅ ̅̅	ORG
cana-578	100	2	∈	ORG
cana-578	101	1	𝑌 = 𝑂(𝑥)̅̅ ̅̅ ̅̅	ORG
cana-578	102	1	𝑌.	NORP
cana-578	103	1	∈	ORG
cana-578	106	1	0 ≤	QUANTITY
cana-578	108	1	5	CARDINAL
cana-578	108	2	𝑓(𝑥	PERSON
cana-578	110	1	5.1	CARDINAL
cana-578	112	1	𝒄 ≠ 𝟎	PERSON
cana-578	113	1	⟹	PERSON
cana-578	113	2	1−𝑠−𝑡	CARDINAL
cana-578	113	3	5.2	CARDINAL
cana-578	113	4	5.1	CARDINAL
cana-578	113	5	1−𝑠−𝑡	CARDINAL
cana-578	113	6	1	CARDINAL
cana-578	114	1	2	CARDINAL
cana-578	116	1	1074	CARDINAL
cana-578	116	2	31	CARDINAL
cana-578	117	1	1s	CARDINAL
cana-578	117	2	2024	CARDINAL
cana-578	117	3	192	CARDINAL
cana-578	117	4	2	CARDINAL
cana-578	119	1	1 + 𝑡)(𝑡	QUANTITY
cana-578	119	2	1	CARDINAL
cana-578	122	1	𝑥(𝑠	PRODUCT
cana-578	122	2	1	CARDINAL
cana-578	122	3	5.1	CARDINAL
cana-578	122	4	2	CARDINAL
cana-578	123	1	−1	DATE
cana-578	127	1	5.3	CARDINAL
cana-578	128	1	2	CARDINAL
cana-578	128	2	5.1	CARDINAL
cana-578	128	3	𝑓(𝑥	PERSON
cana-578	129	1	5.4	CARDINAL
cana-578	130	1	⟹	PERSON
cana-578	130	2	1	CARDINAL
cana-578	130	3	1	CARDINAL
cana-578	131	1	5.5	CARDINAL
cana-578	131	2	2	CARDINAL
cana-578	133	1	1	CARDINAL
cana-578	133	2	1 + 𝑡)(𝑡	QUANTITY
cana-578	133	3	1	CARDINAL
cana-578	133	4	0 ⇒	MONEY
cana-578	135	1	−1	DATE
cana-578	135	2	2	CARDINAL
cana-578	136	1	5.6	CARDINAL
cana-578	137	1	6	CARDINAL
cana-578	137	2	6.1	CARDINAL
cana-578	137	3	2𝑥	CARDINAL
cana-578	138	1	3𝑦	CARDINAL
cana-578	140	1	1074	CARDINAL
cana-578	140	2	31	CARDINAL
cana-578	141	1	1s	CARDINAL
cana-578	141	2	2024	CARDINAL
cana-578	141	3	193	CARDINAL
cana-578	141	4	5.2	CARDINAL
cana-578	141	5	4 1−2−(−3	DATE
cana-578	142	1	2	CARDINAL
cana-578	142	2	5.3	CARDINAL
cana-578	142	3	2	CARDINAL
cana-578	142	4	6.2	CARDINAL
cana-578	144	1	+ 9	DATE
cana-578	145	1	5.2	CARDINAL
cana-578	145	2	9 1−1−(−1	DATE
cana-578	146	1	9	CARDINAL
cana-578	147	1	5.3	CARDINAL
cana-578	148	1	2	CARDINAL
cana-578	149	1	6.3	CARDINAL
cana-578	149	2	2𝑥	CARDINAL
cana-578	151	1	5.5	CARDINAL
cana-578	151	2	1	CARDINAL
cana-578	151	3	5.3	CARDINAL
cana-578	151	4	2	CARDINAL
cana-578	151	5	−1	DATE
cana-578	152	1	7	CARDINAL
cana-578	155	1	1	CARDINAL
cana-578	155	2	akbar	NORP
cana-578	155	3	k.a.	GPE
cana-578	155	4	kannan	GPE
cana-578	155	5	gopal	PERSON
cana-578	155	6	s., & chiranjeevi	ORG
cana-578	155	7	2009	DATE
cana-578	157	1	linear	ORG
cana-578	157	2	431(1-2	PRODUCT
cana-578	157	3	241	CARDINAL
cana-578	158	1	2	CARDINAL
cana-578	158	2	kannan	GPE
cana-578	158	3	& sharan	ORG
cana-578	158	4	2013	DATE
cana-578	160	1	33(9	CARDINAL
cana-578	160	2	4233-4237	DATE
cana-578	161	1	3	CARDINAL
cana-578	161	2	l.p.	GPE
cana-578	161	3	v.s.	ORG
cana-578	161	4	2023	CARDINAL
cana-578	162	1	1020–1023	CARDINAL
cana-578	162	2	https://doi.org/10.58414/scientifictemper.2023.14.3.71	PERSON
cana-578	163	1	4	CARDINAL
cana-578	163	2	2008	DATE
cana-578	165	1	de mathematiques	ORG
cana-578	165	2	53(1	CARDINAL
cana-578	165	3	43	CARDINAL
cana-578	166	1	5	CARDINAL
cana-578	166	2	d.	NORP
cana-578	166	3	ioana	PERSON
cana-578	166	4	l.	PERSON
cana-578	166	5	r.c.	GPE
cana-578	166	6	f.	PERSON
cana-578	166	7	2015	CARDINAL
cana-578	168	1	71	DATE
cana-578	168	2	78	CARDINAL
cana-578	170	1	6	CARDINAL
cana-578	170	2	m.f.	GPE
cana-578	170	3	a.z.	GPE
cana-578	170	4	2022	CARDINAL
cana-578	172	1	kragujevac journal of mathematics	ORG
cana-578	172	2	46(3	CARDINAL
cana-578	172	3	383	CARDINAL
cana-578	173	1	7	CARDINAL
cana-578	173	2	n.a.	GPE
cana-578	173	3	2015	CARDINAL
cana-578	174	1	generalized f	PERSON
cana-578	175	1	17	CARDINAL
cana-578	175	2	575	CARDINAL