id	sid	eid	entity	type
cana-3294	1	1	1074	CARDINAL
cana-3294	1	2	32	CARDINAL
cana-3294	2	1	6s	CARDINAL
cana-3294	2	2	2025	CARDINAL
cana-3294	2	3	275	CARDINAL
cana-3294	2	4	k. varalakshmi 1	PERSON
cana-3294	2	5	reddy2 1	LAW
cana-3294	2	6	osmania university	ORG
cana-3294	2	7	telangana	GPE
cana-3294	2	8	india	GPE
cana-3294	5	1	2	CARDINAL
cana-3294	5	2	nizam college	ORG
cana-3294	5	3	osmania university	ORG
cana-3294	5	4	telangana	GPE
cana-3294	5	5	india	GPE
cana-3294	8	1	19	CARDINAL
cana-3294	8	2	03-12-2024	CARDINAL
cana-3294	8	3	11	CARDINAL
cana-3294	8	4	mustafa	PERSON
cana-3294	8	5	1	CARDINAL
cana-3294	8	6	2005	DATE
cana-3294	9	1	mustafa et al	PERSON
cana-3294	10	1	3]-[19	CARDINAL
cana-3294	13	1	mier keeler	PERSON
cana-3294	19	1	mustafa	PERSON
cana-3294	20	1	1	CARDINAL
cana-3294	20	2	2005	DATE
cana-3294	21	1	mustafa et al	PERSON
cana-3294	22	1	3]-[19	CARDINAL
cana-3294	23	1	2014	DATE
cana-3294	23	2	21	CARDINAL
cana-3294	24	1	chang	PERSON
cana-3294	24	2	ma	PERSON
cana-3294	25	1	22	CARDINAL
cana-3294	25	2	1991.later	CARDINAL
cana-3294	27	1	1074	CARDINAL
cana-3294	27	2	32	CARDINAL
cana-3294	28	1	6s	CARDINAL
cana-3294	28	2	276	CARDINAL
cana-3294	31	1	2.objectives	CARDINAL
cana-3294	31	2	3.1	CARDINAL
cana-3294	31	3	1	CARDINAL
cana-3294	31	4	3	CARDINAL
cana-3294	31	5	0,∞	DATE
cana-3294	32	1	g1	ORG
cana-3294	32	2	g3	ORG
cana-3294	38	1	3.2	CARDINAL
cana-3294	39	1	22	CARDINAL
cana-3294	39	2	2	CARDINAL
cana-3294	40	1	2	CARDINAL
cana-3294	41	1	3.3[32	CARDINAL
cana-3294	41	2	ν	NORP
cana-3294	42	1	𝛄 (ꝙ	CARDINAL
cana-3294	42	2	ν	NORP
cana-3294	42	3	3.4	CARDINAL
cana-3294	43	1	33	CARDINAL
cana-3294	43	2	𝒻(𝞎)=𝓕	DATE
cana-3294	43	3	𝒻(ꝙ)=𝓕	TIME
cana-3294	44	1	3.5[34	CARDINAL
cana-3294	46	1	λ & ν	ORG
cana-3294	47	1	μ	GPE
cana-3294	47	2	ν ϵ k.	GPE
cana-3294	47	3	μ	ORG
cana-3294	47	4	μ	GPE
cana-3294	47	5	μ2	DATE
cana-3294	47	6	ν	NORP
cana-3294	47	7	μ2	DATE
cana-3294	47	8	μ	GPE
cana-3294	47	9	3.6[34	CARDINAL
cana-3294	47	10	two	CARDINAL
cana-3294	49	1	μ	GPE
cana-3294	49	2	ν ϵ	GPE
cana-3294	50	1	μ	ORG
cana-3294	50	2	μ	GPE
cana-3294	51	1	ν	NORP
cana-3294	51	2	μ2	DATE
cana-3294	51	3	g(ν1	GPE
cana-3294	52	1	μ	ORG
cana-3294	52	2	lim	PERSON
cana-3294	52	3	𝑔(𝐸(𝜆𝑛	PERSON
cana-3294	53	1	0	CARDINAL
cana-3294	53	2	1074	CARDINAL
cana-3294	53	3	32	CARDINAL
cana-3294	54	1	6s	CARDINAL
cana-3294	54	2	277	CARDINAL
cana-3294	54	3	𝑔(𝐸(𝜇𝑛	ORG
cana-3294	56	1	𝑑(𝑔(𝐸(𝜈𝑛	ORG
cana-3294	57	1	0	CARDINAL
cana-3294	59	1	𝑔(𝜆𝑛	ORG
cana-3294	60	1	lim	PERSON
cana-3294	60	2	𝑔(𝜇n	MONEY
cana-3294	61	1	lim	PERSON
cana-3294	61	2	𝔓(𝑣𝑛	PERSON
cana-3294	63	1	𝔓(𝜇𝑛	PERSON
cana-3294	64	1	lim	PERSON
cana-3294	65	1	𝔓(𝜇𝑛),𝔓(𝜆𝑛	GPE
cana-3294	66	1	lim	PERSON
cana-3294	67	1	lim	PERSON
cana-3294	67	2	lim	PERSON
cana-3294	67	3	lim	PERSON
cana-3294	68	1	=e(𝜆	PERSON
cana-3294	68	2	μ	GPE
cana-3294	68	3	ν) lim	ORG
cana-3294	68	4	lim	PERSON
cana-3294	69	1	𝔓(𝐸(𝜈𝑛	ORDINAL
cana-3294	69	2	lim	PERSON
cana-3294	70	1	ν	NORP
cana-3294	70	2	lim	PERSON
cana-3294	74	1	∈	ORG
cana-3294	75	1	3.9[21	CARDINAL
cana-3294	76	1	∈	ORG
cana-3294	78	1	∞ 𝑛=1	PERSON
cana-3294	79	1	1074	CARDINAL
cana-3294	79	2	32	CARDINAL
cana-3294	80	1	6s	CARDINAL
cana-3294	80	2	2025	CARDINAL
cana-3294	80	3	278	CARDINAL
cana-3294	80	4	3.10	CARDINAL
cana-3294	80	5	34	CARDINAL
cana-3294	81	1	k→k	PERSON
cana-3294	81	2	3	CARDINAL
cana-3294	81	3	⊆	CARDINAL
cana-3294	81	4	g(λ	PERSON
cana-3294	81	5	g(ꝙ	PERSON
cana-3294	81	6	ν	NORP
cana-3294	81	7	∈	ORG
cana-3294	82	1	μ	GPE
cana-3294	82	2	1	CARDINAL
cana-3294	82	3	μ	ORG
cana-3294	85	1	g(ν0	PERSON
cana-3294	86	1	2	CARDINAL
cana-3294	86	2	⊆	CARDINAL
cana-3294	88	1	g(ν1	GPE
cana-3294	89	1	μ2	DATE
cana-3294	90	1	three	CARDINAL
cana-3294	91	1	μm	CARDINAL
cana-3294	91	2	3	CARDINAL
cana-3294	91	3	g(λm	ORG
cana-3294	91	4	g(μm	ORG
cana-3294	91	5	0	CARDINAL
cana-3294	92	1	4	CARDINAL
cana-3294	92	2	2	CARDINAL
cana-3294	93	1	g(ν1	GPE
cana-3294	94	1	g(ν0	PERSON
cana-3294	94	2	g(ν1	GPE
cana-3294	96	1	4	CARDINAL
cana-3294	96	2	3	CARDINAL
cana-3294	96	3	4	CARDINAL
cana-3294	97	1	μm	CARDINAL
cana-3294	97	2	tm+1(λm+1	ORG
cana-3294	97	3	μm+1	CARDINAL
cana-3294	98	1	μm+1	CARDINAL
cana-3294	99	1	μm+1	CARDINAL
cana-3294	99	2	4	CARDINAL
cana-3294	103	1	g(ν0	PERSON
cana-3294	106	1	2.7	CARDINAL
cana-3294	106	2	2.8	CARDINAL
cana-3294	107	1	1074	CARDINAL
cana-3294	107	2	32	CARDINAL
cana-3294	108	1	6s	CARDINAL
cana-3294	108	2	2025	CARDINAL
cana-3294	108	3	279	CARDINAL
cana-3294	108	4	4.1	CARDINAL
cana-3294	108	5	{tm}m∈ n	PERSON
cana-3294	108	6	gμm	GPE
cana-3294	108	7	gμm	GPE
cana-3294	110	1	μm	CARDINAL
cana-3294	110	2	gμm	GPE
cana-3294	110	3	gμm	GPE
cana-3294	110	4	gμm	GPE
cana-3294	110	5	gμm	GPE
cana-3294	112	1	tm(gνm	GPE
cana-3294	112	2	gμm	GPE
cana-3294	112	3	gμm	GPE
cana-3294	113	1	0	CARDINAL
cana-3294	114	1	lim	PERSON
cana-3294	115	1	m→∞	CARDINAL
cana-3294	115	2	m→∞	CARDINAL
cana-3294	115	3	m→∞	CARDINAL
cana-3294	115	4	m→∞	CARDINAL
cana-3294	115	5	g(νm+1	PERSON
cana-3294	116	1	4.2	CARDINAL
cana-3294	116	2	{tm}m∈ n	PERSON
cana-3294	116	3	lim 𝑚→∞	PERSON
cana-3294	118	1	g(𝜃	PERSON
cana-3294	119	1	𝑚→∞ g(𝜉𝑚+1	PERSON
cana-3294	120	1	𝑚→∞ g(𝜂𝑚+1	DATE
cana-3294	122	1	𝑚→∞ g(𝜃𝑚+1	TIME
cana-3294	123	1	4.3	CARDINAL
cana-3294	124	1	3→	CARDINAL
cana-3294	124	2	3	CARDINAL
cana-3294	125	1	⊆	CARDINAL
cana-3294	126	1	tn}nϵn & g	ORG
cana-3294	127	1	1	CARDINAL
cana-3294	127	2	𝜆0	CARDINAL
cana-3294	128	1	g(ν0	PERSON
cana-3294	130	1	2.	CARDINAL
cana-3294	130	2	μ	GPE
cana-3294	131	1	j[g(gλ	GPE
cana-3294	131	2	tn(λ	ORG
cana-3294	131	3	μ	GPE
cana-3294	131	4	tn(λ	ORG
cana-3294	131	5	μ	GPE
cana-3294	133	1	5	CARDINAL
cana-3294	133	2	1074	CARDINAL
cana-3294	133	3	32	CARDINAL
cana-3294	134	1	6s	CARDINAL
cana-3294	134	2	2025	DATE
cana-3294	134	3	280	CARDINAL
cana-3294	134	4	ν	NORP
cana-3294	134	5	𝝒	CARDINAL
cana-3294	134	6	𝝆	ORG
cana-3294	134	7	0 ≤ γ n	MONEY
cana-3294	134	8	n≠j=1,2	ORG
cana-3294	136	1	∑	PERSON
cana-3294	137	1	3. if{tn}nϵn	CARDINAL
cana-3294	139	1	three	CARDINAL
cana-3294	139	2	5	CARDINAL
cana-3294	142	1	gλ0, gλ1	ORG
cana-3294	142	2	gλ0, gλ1, gλ1	ORG
cana-3294	144	1	gλ0, gλ1, gλ1	ORG
cana-3294	144	2	1−γ 0,1	CARDINAL
cana-3294	144	3	gλ0, gλ1	ORG
cana-3294	144	4	1−γ 1,2	CARDINAL
cana-3294	144	5	1,2+δ1,2	CARDINAL
cana-3294	144	6	1−γ 0,1	CARDINAL
cana-3294	144	7	gλ0, gλ1	ORG
cana-3294	144	8	m−1 n=0	PERSON
cana-3294	144	9	gλ0, gλ1, gλ1	ORG
cana-3294	145	1	gμm	GPE
cana-3294	145	2	m−1 n=0	PERSON
cana-3294	146	1	m−1 n=0 g	PERSON
cana-3294	146	2	gν1	NORP
cana-3294	146	3	6	CARDINAL
cana-3294	146	4	7	CARDINAL
cana-3294	147	1	gμm	GPE
cana-3294	148	1	gλ0, gλ1, gλ1	ORG
cana-3294	150	1	gν1	NORP
cana-3294	151	1	m−1 n=0	PERSON
cana-3294	153	1	gμm	GPE
cana-3294	153	2	νm+1,νm+1	PERSON
cana-3294	154	1	1074	CARDINAL
cana-3294	154	2	32	CARDINAL
cana-3294	155	1	6s	CARDINAL
cana-3294	155	2	281	CARDINAL
cana-3294	155	3	gλm+p, gλm+p)+ g(gμm	ORG
cana-3294	155	4	gμm+p)+ g(νm	PERSON
cana-3294	155	5	≤ g(gλm	GPE
cana-3294	155	6	gλm+1	PERSON
cana-3294	155	7	gλm+1)+	PRODUCT
cana-3294	156	1	n=0	DATE
cana-3294	156	2	∏	DATE
cana-3294	156	3	∏	DATE
cana-3294	156	4	gλm+p, gλm+p)+ g(gμm	PERSON
cana-3294	156	5	gμm+p)+ g(νm	PERSON
cana-3294	156	6	∏	DATE
cana-3294	157	1	2.9	CARDINAL
cana-3294	159	1	1	CARDINAL
cana-3294	160	1	𝑚+𝑝−1	DATE
cana-3294	161	1	………………	PRODUCT
cana-3294	161	2	10	CARDINAL
cana-3294	161	3	9	CARDINAL
cana-3294	161	4	10	CARDINAL
cana-3294	161	5	∴ g(gλm	ORG
cana-3294	161	6	gλm+p, gλm+p)+ g(gμm	ORG
cana-3294	161	7	gμm+p)+ g(νm	PERSON
cana-3294	161	8	1	CARDINAL
cana-3294	162	1	𝑚+𝑝−1	DATE
cana-3294	164	1	1−α	CARDINAL
cana-3294	165	1	gμm	GPE
cana-3294	167	1	1−α	CARDINAL
cana-3294	167	2	lim	PERSON
cana-3294	168	1	gμm	ORG
cana-3294	169	1	0	CARDINAL
cana-3294	170	1	1	CARDINAL
cana-3294	170	2	lim 𝑚→∞ g(gλm	ORG
cana-3294	170	3	gλm+p, gλm+p	ORG
cana-3294	171	1	11	CARDINAL
cana-3294	171	2	gν 𝑚+𝑝	PERSON
cana-3294	172	1	0	CARDINAL
cana-3294	172	2	1074	CARDINAL
cana-3294	172	3	32	CARDINAL
cana-3294	173	1	6s	CARDINAL
cana-3294	173	2	282	CARDINAL
cana-3294	174	1	lim 𝑚→∞	PERSON
cana-3294	174	2	g𝜇𝑚}=g(s)=μ	ORG
cana-3294	174	3	lim n→∞	PERSON
cana-3294	174	4	lim	PERSON
cana-3294	175	1	m→∞	CARDINAL
cana-3294	175	2	m→∞ g(μ m+1	QUANTITY
cana-3294	176	1	lim	PERSON
cana-3294	176	2	g(νm+1	PERSON
cana-3294	176	3	m→∞	CARDINAL
cana-3294	177	1	lim	PERSON
cana-3294	178	1	12	CARDINAL
cana-3294	179	1	gμm	GPE
cana-3294	179	2	gμm	GPE
cana-3294	181	1	gμm	GPE
cana-3294	181	2	gμm	GPE
cana-3294	181	3	gμm	GPE
cana-3294	181	4	gμm	GPE
cana-3294	181	5	gμm	GPE
cana-3294	181	6	gμm	GPE
cana-3294	182	1	gμm	GPE
cana-3294	182	2	gμm	GPE
cana-3294	182	3	gμm	GPE
cana-3294	182	4	ν	NORP
cana-3294	182	5	gμm	GPE
cana-3294	182	6	gμm	GPE
cana-3294	182	7	ν	NORP
cana-3294	183	1	gμm	GPE
cana-3294	183	2	gμm	GPE
cana-3294	183	3	m→∞	CARDINAL
cana-3294	184	1	0	CARDINAL
cana-3294	184	2	ν	NORP
cana-3294	184	3	0	CARDINAL
cana-3294	185	1	ν	NORP
cana-3294	188	1	1074	CARDINAL
cana-3294	188	2	32	CARDINAL
cana-3294	189	1	6s	CARDINAL
cana-3294	189	2	2025	CARDINAL
cana-3294	189	3	283	CARDINAL
cana-3294	189	4	5	CARDINAL
cana-3294	189	5	g(tn(λ	ORG
cana-3294	189	6	μ	ORG
cana-3294	189	7	ν),tm(ꝕ	ORG
cana-3294	190	1	m[g(gλ,tn(λ	PERSON
cana-3294	190	2	μ	GPE
cana-3294	190	3	ν),tn(λ	GPE
cana-3294	190	4	ν))+g(gp	ORG
cana-3294	190	5	r),tm(p	ORG
cana-3294	190	6	1	CARDINAL
cana-3294	190	7	g(v	PERSON
cana-3294	192	1	tn(λ	ORDINAL
cana-3294	192	2	μ	GPE
cana-3294	192	3	μ	ORG
cana-3294	194	1	4.4	CARDINAL
cana-3294	196	1	𝝆 ≤ 𝝒	ORG
cana-3294	196	2	𝝒 ≤ 𝝆,𝝈 ≤	MONEY
cana-3294	198	1	tm+1(𝝒,𝜼	NORP
cana-3294	198	2	tm(𝝒,𝜼	ORG
cana-3294	199	1	tn(𝝆,𝝈,𝝉),tn(𝝆,𝝈,𝝉))+g(𝝒,tm(𝝒,𝜼	ORG
cana-3294	199	2	tm(𝞁,𝝰,𝝏))]+δn	ORG
cana-3294	199	3	0 ≤	MONEY
cana-3294	199	4	∈n	PERSON
cana-3294	200	1	tn(𝝈,𝝆,𝝈),𝝉=tn(𝝉,𝝈,𝝆	ORG
cana-3294	201	1	4.5	CARDINAL
cana-3294	201	2	3.3	CARDINAL
cana-3294	201	3	lim 𝑛⟶∞	PERSON
cana-3294	201	4	1	CARDINAL
cana-3294	201	5	0 ≤	MONEY
cana-3294	201	6	1𝑎𝑛𝑑	CARDINAL
cana-3294	201	7	2	CARDINAL
cana-3294	201	8	3	CARDINAL
cana-3294	201	9	5	CARDINAL
cana-3294	203	1	𝑢𝑠𝑖𝑛𝑔	PERSON
cana-3294	203	2	≤ 𝞪	GPE
cana-3294	203	3	5	CARDINAL
cana-3294	204	1	1074	CARDINAL
cana-3294	204	2	32	CARDINAL
cana-3294	205	1	6s	CARDINAL
cana-3294	205	2	2025	CARDINAL
cana-3294	205	3	284	CARDINAL
cana-3294	207	1	m→∞	CARDINAL
cana-3294	207	2	1	CARDINAL
cana-3294	207	3	4.6	CARDINAL
cana-3294	208	1	g(𝛼	ORG
cana-3294	209	1	1 42𝑖+1	CARDINAL
cana-3294	209	2	𝛿𝑖,𝑗	CARDINAL
cana-3294	210	1	1 4𝑖	CARDINAL
cana-3294	210	2	1,2	CARDINAL
cana-3294	211	1	𝝆	ORG
cana-3294	211	2	3i	CARDINAL
cana-3294	211	3	𝝆	ORG
cana-3294	211	4	𝝈 ϵ e	GPE
cana-3294	211	5	ρ	GPE
cana-3294	211	6	σ	ORG
cana-3294	211	7	𝓱))=	GPE
cana-3294	211	8	𝛼+𝜌+𝜎 3𝑖	CARDINAL
cana-3294	211	9	𝒻+ℊ+𝒽	DATE
cana-3294	211	10	3𝑗 |	TIME
cana-3294	211	11	ρ	GPE
cana-3294	211	12	ti(α	DATE
cana-3294	211	13	ρ	GPE
cana-3294	212	1	3𝑗	CARDINAL
cana-3294	212	2	𝛿𝑖,𝑗	CARDINAL
cana-3294	212	3	1	CARDINAL
cana-3294	212	4	5	CARDINAL
cana-3294	212	5	ρ	GPE
cana-3294	212	6	σ	ORG
cana-3294	213	1	1 42𝑖+1	CARDINAL
cana-3294	213	2	1−4	CARDINAL
cana-3294	213	3	4𝑖+1+1	DATE
cana-3294	213	4	1 4	DATE
cana-3294	214	1	4.7	CARDINAL
cana-3294	216	1	tj(ꝕ),tj(ꝕ))+g(ꝙ	GPE
cana-3294	217	1	k g(ꝕ	PERSON
cana-3294	217	2	0 ≤	MONEY
cana-3294	217	3	1 2	CARDINAL
cana-3294	217	4	k=1,2,---	PERSON
cana-3294	217	5	ℋ.	ORG
cana-3294	217	6	1074	CARDINAL
cana-3294	217	7	32	CARDINAL
cana-3294	218	1	6s	CARDINAL
cana-3294	218	2	2025	DATE
cana-3294	218	3	285	CARDINAL
cana-3294	219	1	t1ꝕ0)+ g(ꝕ1	PERSON
cana-3294	219	2	t1ꝕ1)+g(ꝕ1,t2ꝕ1, t2ꝕ1)]+ γ1,2g(ꝕ0	GPE
cana-3294	219	3	ꝕ2, ꝕ2)]+ γ1,2g(ꝕ0	PERSON
cana-3294	220	1	ꝕ2, ꝕ2)]+ γ1,2g(ꝕ0	PERSON
cana-3294	220	2	1−2𝛽1,2	CARDINAL
cana-3294	222	1	1−2𝛽2,3	PRODUCT
cana-3294	222	2	1−2𝛽2,3	PRODUCT
cana-3294	222	3	1−2𝛽1,2	CARDINAL
cana-3294	224	1	ꝕn+p	GPE
cana-3294	224	2	ꝕn+3,ꝕn+3)+-- + g(ꝕn+p-1	PRODUCT
cana-3294	224	3	ꝕn+p	GPE
cana-3294	225	1	∑ ∏	PERSON
cana-3294	226	1	𝑝−1	GPE
cana-3294	227	1	∑ ∏	PERSON
cana-3294	228	1	2.9	CARDINAL
cana-3294	228	2	1	CARDINAL
cana-3294	231	1	ꝕn+p	DATE
cana-3294	231	2	ꝕn+p)≤ ∑	PERSON
cana-3294	231	3	1	CARDINAL
cana-3294	235	1	1074	CARDINAL
cana-3294	235	2	32	CARDINAL
cana-3294	236	1	6s	CARDINAL
cana-3294	236	2	2025	CARDINAL
cana-3294	236	3	286	CARDINAL
cana-3294	237	1	1−𝛼	CARDINAL
cana-3294	238	1	1	CARDINAL
cana-3294	242	1	tmς)]+	NORP
cana-3294	242	2	n→∞	DATE
cana-3294	242	3	ꝕn→ς	NORP
cana-3294	243	1	≤2𝛽𝑛,𝑚	CARDINAL
cana-3294	243	2	1 2	CARDINAL
cana-3294	245	1	ς≠ϑ.	CARDINAL
cana-3294	245	2	g(tmς	PERSON
cana-3294	246	1	tmς)+ g(ϑ	PERSON
cana-3294	246	2	tmϑ)+ g(ϑ	GPE
cana-3294	246	3	tmϑ)]+	GPE
cana-3294	246	4	ϑ)]+	CARDINAL
cana-3294	249	1	1 2	CARDINAL
cana-3294	250	1	4.8	CARDINAL
cana-3294	251	1	tkꝙ)+ g(υ	PERSON
cana-3294	251	2	ꝕ ≠ ꝙ	PERSON
cana-3294	251	3	1 2	CARDINAL
cana-3294	252	1	4.9	CARDINAL
cana-3294	253	1	0,1	CARDINAL
cana-3294	255	1	1074	CARDINAL
cana-3294	255	2	32	CARDINAL
cana-3294	256	1	6s	CARDINAL
cana-3294	256	2	2025	DATE
cana-3294	256	3	287	CARDINAL
cana-3294	257	1	1 2+3𝑘	CARDINAL
cana-3294	257	2	1,2,3	DATE
cana-3294	258	1	3𝑗	CARDINAL
cana-3294	258	2	j = 1,2	PERSON
cana-3294	259	1	j < k	PERSON
cana-3294	260	1	3𝑗	CARDINAL
cana-3294	261	1	3𝑘	CARDINAL
cana-3294	261	2	3𝑘	CARDINAL
cana-3294	262	1	3𝑘	CARDINAL
cana-3294	262	2	3𝑘	CARDINAL
cana-3294	263	1	3𝑗	CARDINAL
cana-3294	263	2	3𝑗	CARDINAL
cana-3294	263	3	3𝑘	CARDINAL
cana-3294	263	4	tkꝙ)+ g(υ	PERSON
cana-3294	264	1	3𝑗	CARDINAL
cana-3294	264	2	3𝑘	CARDINAL
cana-3294	265	1	3𝑘	CARDINAL
cana-3294	266	1	tkꝙ)+ g(υ	PERSON
cana-3294	267	1	∑	PERSON
cana-3294	268	1	1 2	CARDINAL
cana-3294	268	2	1−2	CARDINAL
cana-3294	269	1	1 2	CARDINAL
cana-3294	270	1	1 3𝑗	CARDINAL
cana-3294	270	2	1 3	DATE
cana-3294	271	1	3.8	CARDINAL
cana-3294	271	2	4.10	CARDINAL
cana-3294	273	1	𝑇𝑘 𝑝(𝜐	PERSON
cana-3294	274	1	𝑇𝑘 𝑝(𝜐	PERSON
cana-3294	274	2	kg(ꝕ	PERSON
cana-3294	275	1	1 2	CARDINAL
cana-3294	275	2	ℋ. 5.conclusion	FAC
cana-3294	276	1	1	CARDINAL
cana-3294	276	2	z. mustafa	PERSON
cana-3294	277	1	the university of newcastle	ORG
cana-3294	277	2	callaghan	GPE
cana-3294	277	3	australia	GPE
cana-3294	277	4	2005	DATE
cana-3294	278	1	2	CARDINAL
cana-3294	278	2	7	CARDINAL
cana-3294	278	3	2	CARDINAL
cana-3294	278	4	289	CARDINAL
cana-3294	278	5	297	CARDINAL
cana-3294	278	6	2006	DATE
cana-3294	279	1	3	CARDINAL
cana-3294	279	2	obiedat	ORG
cana-3294	280	1	2008	DATE
cana-3294	280	2	12	DATE
cana-3294	281	1	189870	DATE
cana-3294	282	1	1074	CARDINAL
cana-3294	282	2	32	CARDINAL
cana-3294	283	1	6s	CARDINAL
cana-3294	283	2	2025	CARDINAL
cana-3294	283	3	288	CARDINAL
cana-3294	284	1	4	CARDINAL
cana-3294	285	1	2009	DATE
cana-3294	285	2	10	DATE
cana-3294	285	3	2009	DATE
cana-3294	286	1	917175	DATE
cana-3294	287	1	5	CARDINAL
cana-3294	287	2	w	GPE
cana-3294	288	1	sci 2009	ORG
cana-3294	288	2	10	DATE
cana-3294	288	3	2009	DATE
cana-3294	290	1	6	CARDINAL
cana-3294	292	1	j. contemp	PERSON
cana-3294	294	1	sci	ORG
cana-3294	294	2	5	CARDINAL
cana-3294	294	3	49	CARDINAL
cana-3294	294	4	2010	DATE
cana-3294	295	1	khandaqji	ORG
cana-3294	296	1	studia scientiarum	PERSON
cana-3294	296	2	hungarica	PERSON
cana-3294	297	1	48	DATE
cana-3294	297	2	304–319	DATE
cana-3294	297	3	2011	DATE
cana-3294	299	1	8	CARDINAL
cana-3294	301	1	sci	ORG
cana-3294	301	2	6(92	CARDINAL
cana-3294	301	3	45894600	DATE
cana-3294	301	4	2012	DATE
cana-3294	302	1	9	CARDINAL
cana-3294	303	1	j. appl	PERSON
cana-3294	304	1	2012	DATE
cana-3294	304	2	article id 248937	LAW
cana-3294	304	3	2012	DATE
cana-3294	305	1	doi:10.1155/2012/248937	PERSON
cana-3294	306	1	10	CARDINAL
cana-3294	306	2	karapınar	GPE
cana-3294	310	1	64	CARDINAL
cana-3294	310	2	1944-1956	DATE
cana-3294	310	3	2012	DATE
cana-3294	311	1	doi:10.1016	PERSON
cana-3294	312	1	11	CARDINAL
cana-3294	312	2	w	GPE
cana-3294	316	1	62	CARDINAL
cana-3294	316	2	4222-4229	CARDINAL
cana-3294	316	3	2011	DATE
cana-3294	317	1	12	CARDINAL
cana-3294	317	2	w	GPE
cana-3294	317	3	postolache	ORG
cana-3294	320	1	2012	DATE
cana-3294	320	2	article id 815870	LAW
cana-3294	320	3	2012	DATE
cana-3294	321	1	13	CARDINAL
cana-3294	321	2	s. s.	PERSON
cana-3294	321	3	aydin	PERSON
cana-3294	322	1	konuralp	PERSON
cana-3294	322	2	6(1	CARDINAL
cana-3294	322	3	92-97	CARDINAL
cana-3294	323	1	2018	DATE
cana-3294	324	1	14	CARDINAL
cana-3294	324	2	r.a new approach	ORG
cana-3294	325	1	boletim da	PERSON
cana-3294	325	2	de matematica	ORG
cana-3294	325	3	115–121	CARDINAL
cana-3294	325	4	2019	DATE
cana-3294	326	1	15	CARDINAL
cana-3294	326	2	imdad	PERSON
cana-3294	326	3	m.	PERSON
cana-3294	326	4	w. m.	PERSON
cana-3294	327	1	19	CARDINAL
cana-3294	327	2	288–300	CARDINAL
cana-3294	328	1	2019	DATE
cana-3294	329	1	16	CARDINAL
cana-3294	329	2	s.	PERSON
cana-3294	329	3	mishra	PERSON
cana-3294	329	4	s.	PERSON
cana-3294	330	1	italian	NORP
cana-3294	330	2	44	DATE
cana-3294	330	3	639648	DATE
cana-3294	331	1	2020	DATE
cana-3294	332	1	17	CARDINAL
cana-3294	332	2	chen	PERSON
cana-3294	332	3	j., zhu	PERSON
cana-3294	332	4	c. and zhu	PERSON
cana-3294	333	1	101-112	CARDINAL
cana-3294	334	1	2021	CARDINAL
cana-3294	335	1	18	CARDINAL
cana-3294	335	2	n.	ORG
cana-3294	335	3	b.	PERSON
cana-3294	335	4	saleem	PERSON
cana-3294	336	1	2021	CARDINAL
cana-3294	336	2	12	CARDINAL
cana-3294	336	3	2021	CARDINAL
cana-3294	337	1	19	CARDINAL
cana-3294	337	2	arora	PERSON
cana-3294	338	1	boletim da	PERSON
cana-3294	338	2	de matematica	ORG
cana-3294	338	3	40	DATE
cana-3294	338	4	1-8	DATE
cana-3294	338	5	2022	CARDINAL
cana-3294	340	1	20	CARDINAL
cana-3294	340	2	j. a.	PERSON
cana-3294	340	3	alansari	PERSON
cana-3294	340	4	m., mohamed	PERSON
cana-3294	340	5	m. s.	PERSON
cana-3294	341	1	2022	CARDINAL
cana-3294	342	1	2022	CARDINAL
cana-3294	343	1	21	CARDINAL
cana-3294	344	1	6 (2014	DATE
cana-3294	345	1	22	CARDINAL
cana-3294	345	2	chang	PERSON
cana-3294	346	1	j. math	PERSON
cana-3294	348	1	160	CARDINAL
cana-3294	348	2	468	CARDINAL
cana-3294	348	3	1991	DATE
cana-3294	349	1	23	CARDINAL
cana-3294	350	1	4517	DATE
cana-3294	350	2	2010	DATE
cana-3294	351	1	24	CARDINAL
cana-3294	351	2	a. kundu	PERSON
cana-3294	351	3	anal,73,2524	DATE
cana-3294	351	4	2531	CARDINAL
cana-3294	351	5	2010	DATE
cana-3294	352	1	25	CARDINAL
cana-3294	353	1	anal.70	GPE
cana-3294	353	2	4341	CARDINAL
cana-3294	353	3	4349	DATE
cana-3294	353	4	2009	DATE
cana-3294	354	1	26	CARDINAL
cana-3294	356	1	j. math	PERSON
cana-3294	358	1	40	CARDINAL
cana-3294	358	2	441	CARDINAL
cana-3294	358	3	2011	DATE
cana-3294	359	1	27	CARDINAL
cana-3294	359	2	bs	GPE
cana-3294	361	1	54	CARDINAL
cana-3294	361	2	73	CARDINAL
cana-3294	361	3	2011	DATE
cana-3294	362	1	28	CARDINAL
cana-3294	363	1	damjanovic	PERSON
cana-3294	363	2	b. samet	PERSON
cana-3294	363	3	w. shathanawi	PERSON
cana-3294	365	1	54,2443-2450	CARDINAL
cana-3294	365	2	2011	DATE
cana-3294	365	3	1074	CARDINAL
cana-3294	365	4	32	CARDINAL
cana-3294	366	1	6s	CARDINAL
cana-3294	366	2	2025	CARDINAL
cana-3294	366	3	289	CARDINAL
cana-3294	367	1	29	CARDINAL
cana-3294	367	2	r. abazari	PERSON
cana-3294	367	3	a. bagheria	PERSON
cana-3294	368	1	6(1	CARDINAL
cana-3294	368	2	1	CARDINAL
cana-3294	368	3	2476	CARDINAL
cana-3294	368	4	5341(2021	CARDINAL
cana-3294	369	1	30	CARDINAL
cana-3294	370	1	4889	DATE
cana-3294	370	2	4897(2011	CARDINAL
cana-3294	371	1	31	CARDINAL
cana-3294	372	1	apple.math.comput.218	PERSON
cana-3294	373	1	10	CARDINAL
cana-3294	373	2	5929	DATE
cana-3294	373	3	5936	CARDINAL
cana-3294	373	4	2012	DATE
cana-3294	374	1	32	CARDINAL
cana-3294	374	2	k.tal	NORP
cana-3294	374	3	kumar	PERSON
cana-3294	374	4	j.inequal.appl.1	GPE
cana-3294	374	5	12	CARDINAL
cana-3294	374	6	2014	DATE
cana-3294	375	1	33	CARDINAL
cana-3294	375	2	anal;65,1379	PRODUCT
cana-3294	375	3	1393	CARDINAL
cana-3294	375	4	2006	DATE