id	sid	eid	entity	type
cana-1089	1	1	1074	CARDINAL
cana-1089	1	2	31	CARDINAL
cana-1089	2	1	5s	CARDINAL
cana-1089	2	2	2024	CARDINAL
cana-1089	2	3	540	CARDINAL
cana-1089	2	4	multiplicative	ORG
cana-1089	2	5	varadharajan2 1department	ORG
cana-1089	2	6	national university of science & technology	ORG
cana-1089	2	7	cpo seeb 111	ORG
cana-1089	2	8	al hail	PERSON
cana-1089	2	9	oman	GPE
cana-1089	3	1	karthikeyan1979@nu.edu.om 2mathematics	ORG
cana-1089	3	2	university of technology	ORG
cana-1089	3	3	al mussanah	ORG
cana-1089	3	4	oman	GPE
cana-1089	4	1	svrajanram@gmail.com	ORG
cana-1089	4	2	18-05-2024	CARDINAL
cana-1089	4	3	20-06-2024	CARDINAL
cana-1089	4	4	11-07-2024	CARDINAL
cana-1089	5	1	newton	GPE
cana-1089	5	2	euler	PERSON
cana-1089	5	3	multiplicative	NORP
cana-1089	6	1	multiplicative	ORG
cana-1089	10	1	multiplicative	NORP
cana-1089	11	1	1	CARDINAL
cana-1089	11	2	∈ ℂ	ORG
cana-1089	11	3	1	CARDINAL
cana-1089	11	4	𝜑(0	ORG
cana-1089	11	5	0	CARDINAL
cana-1089	13	1	1	CARDINAL
cana-1089	15	1	c(γ	GPE
cana-1089	15	2	𝑅𝑒	PERSON
cana-1089	16	1	𝑅𝑒	PERSON
cana-1089	17	1	∈	ORG
cana-1089	17	2	0 ≤	MONEY
cana-1089	18	1	1	CARDINAL
cana-1089	18	2	0	CARDINAL
cana-1089	19	1	∈	ORG
cana-1089	22	1	9	CARDINAL
cana-1089	22	2	18	CARDINAL
cana-1089	24	1	1	CARDINAL
cana-1089	25	1	1.1	CARDINAL
cana-1089	25	2	1.1	CARDINAL
cana-1089	26	1	sakaguchi	ORG
cana-1089	26	2	22	CARDINAL
cana-1089	26	3	1074	CARDINAL
cana-1089	26	4	31	CARDINAL
cana-1089	27	1	5s	CARDINAL
cana-1089	27	2	2024	CARDINAL
cana-1089	27	3	541	CARDINAL
cana-1089	28	1	𝑅𝑒	PERSON
cana-1089	29	1	∈	ORG
cana-1089	29	2	0 ≤	MONEY
cana-1089	30	1	22	CARDINAL
cana-1089	31	1	𝒮𝑠 𝑘(𝛾	PERSON
cana-1089	31	2	𝑅𝑒	PERSON
cana-1089	31	3	2𝜔𝜑′(𝜔	CARDINAL
cana-1089	32	1	1	CARDINAL
cana-1089	32	2	2	DATE
cana-1089	32	3	3	DATE
cana-1089	32	4	1.2	CARDINAL
cana-1089	33	1	1	CARDINAL
cana-1089	34	1	12	CARDINAL
cana-1089	34	2	13	DATE
cana-1089	34	3	23	DATE
cana-1089	34	4	24	DATE
cana-1089	34	5	25	DATE
cana-1089	34	6	26	DATE
cana-1089	34	7	27	DATE
cana-1089	34	8	28	CARDINAL
cana-1089	35	1	bashirov	ORG
cana-1089	35	2	kurpinar	PERSON
cana-1089	35	3	5	CARDINAL
cana-1089	35	4	6	CARDINAL
cana-1089	35	5	7	DATE
cana-1089	35	6	multiplicative	ORG
cana-1089	36	1	𝜑:ℛ → ℛ	ORG
cana-1089	36	2	𝜑∗(𝑥	DATE
cana-1089	37	1	1	CARDINAL
cana-1089	38	1	1	CARDINAL
cana-1089	38	2	2	DATE
cana-1089	39	1	multiplicative	ORG
cana-1089	39	2	karthikeyan	PERSON
cana-1089	39	3	murugusundaramoorthy	PERSON
cana-1089	39	4	10	CARDINAL
cana-1089	39	5	ℛ(𝜒	DATE
cana-1089	40	1	1.3	CARDINAL
cana-1089	40	2	∈ 𝒫 and 𝜒(𝒰	ORG
cana-1089	41	1	1 + 𝐿1𝜔 +	DATE
cana-1089	41	2	2 + 𝐿3𝜔	DATE
cana-1089	41	3	0	CARDINAL
cana-1089	42	1	1.4	CARDINAL
cana-1089	42	2	10	CARDINAL
cana-1089	42	3	11	CARDINAL
cana-1089	44	1	2𝜋	CARDINAL
cana-1089	45	1	1074	CARDINAL
cana-1089	45	2	31	CARDINAL
cana-1089	46	1	5s	CARDINAL
cana-1089	46	2	2024	CARDINAL
cana-1089	46	3	542	CARDINAL
cana-1089	46	4	ℛ(𝜒	DATE
cana-1089	48	1	1.1	CARDINAL
cana-1089	50	1	ω f∗(ω	ORG
cana-1089	50	2	1.5	CARDINAL
cana-1089	51	1	1	CARDINAL
cana-1089	51	2	∈ 𝒫 and 𝜒(𝒰	ORG
cana-1089	51	3	1.4	CARDINAL
cana-1089	52	1	1.2	CARDINAL
cana-1089	53	1	1	CARDINAL
cana-1089	53	2	𝑅𝑒	PERSON
cana-1089	54	1	0	CARDINAL
cana-1089	55	1	non-zero	CARDINAL
cana-1089	56	1	1	CARDINAL
cana-1089	56	2	1.2	CARDINAL
cana-1089	57	1	≠ 0	PERSON
cana-1089	58	1	ω	CARDINAL
cana-1089	58	2	φk(ω	GPE
cana-1089	58	3	1.6	CARDINAL
cana-1089	58	4	1.1	CARDINAL
cana-1089	58	5	∈	ORG
cana-1089	58	6	1.4	CARDINAL
cana-1089	59	1	10	CARDINAL
cana-1089	59	2	multiplicative	ORG
cana-1089	63	1	1+𝜔 1−𝜔	CARDINAL
cana-1089	63	2	1.5	CARDINAL
cana-1089	64	1	𝑅𝑒	PERSON
cana-1089	64	2	2𝜔	CARDINAL
cana-1089	65	1	0	CARDINAL
cana-1089	66	1	1.7	CARDINAL
cana-1089	66	2	1.7	CARDINAL
cana-1089	66	3	𝒮𝑠	GPE
cana-1089	67	1	1	CARDINAL
cana-1089	67	2	1.2	CARDINAL
cana-1089	67	3	karthikeyan	PERSON
cana-1089	67	4	murugusundaramoorthy	PERSON
cana-1089	67	5	10	CARDINAL
cana-1089	68	1	2	CARDINAL
cana-1089	68	2	fekete	ORG
cana-1089	69	1	2.1	CARDINAL
cana-1089	70	1	15	CARDINAL
cana-1089	70	2	𝑑(𝜔	PERSON
cana-1089	70	3	1 + ∑	QUANTITY
cana-1089	70	4	∞ 𝑘=1	PRODUCT
cana-1089	70	5	∈	ORG
cana-1089	72	1	1074	CARDINAL
cana-1089	72	2	31	CARDINAL
cana-1089	73	1	5s	CARDINAL
cana-1089	73	2	2024	CARDINAL
cana-1089	73	3	543	CARDINAL
cana-1089	74	1	2.1	CARDINAL
cana-1089	77	1	2.1	CARDINAL
cana-1089	77	2	− γ3,𝑘| max	PERSON
cana-1089	77	3	1	CARDINAL
cana-1089	78	1	2	CARDINAL
cana-1089	78	2	1	CARDINAL
cana-1089	78	3	2	CARDINAL
cana-1089	78	4	2.2	CARDINAL
cana-1089	78	5	∈	ORG
cana-1089	78	6	2| ≤	DATE
cana-1089	78	7	− γ3,𝑘| max	PERSON
cana-1089	78	8	1	CARDINAL
cana-1089	79	1	2	CARDINAL
cana-1089	79	2	1	CARDINAL
cana-1089	79	3	2	CARDINAL
cana-1089	79	4	1	CARDINAL
cana-1089	79	5	2	CARDINAL
cana-1089	80	1	2.3	CARDINAL
cana-1089	81	1	1.5	CARDINAL
cana-1089	82	1	2.4	CARDINAL
cana-1089	82	2	𝜗(𝜔	PERSON
cana-1089	83	1	1 + ∑	QUANTITY
cana-1089	83	2	𝜗(𝜔	PERSON
cana-1089	83	3	1 + 𝑤(𝜔	CARDINAL
cana-1089	83	4	1	CARDINAL
cana-1089	83	5	∈	ORG
cana-1089	84	1	2.4	CARDINAL
cana-1089	84	2	1 + 𝜗1𝐿1 2	DATE
cana-1089	84	3	2 2	DATE
cana-1089	84	4	1	CARDINAL
cana-1089	85	1	2.5	CARDINAL
cana-1089	85	2	2.4	CARDINAL
cana-1089	86	1	1 + 𝑎2[1	QUANTITY
cana-1089	87	1	2	CARDINAL
cana-1089	87	2	2 +	DATE
cana-1089	87	3	2	CARDINAL
cana-1089	87	4	2.6	CARDINAL
cana-1089	87	5	2.5	CARDINAL
cana-1089	87	6	2.6	CARDINAL
cana-1089	87	7	1	CARDINAL
cana-1089	87	8	2.7	CARDINAL
cana-1089	87	9	2(2	CARDINAL
cana-1089	89	1	2 2	DATE
cana-1089	89	2	1	CARDINAL
cana-1089	89	3	2	CARDINAL
cana-1089	89	4	1	CARDINAL
cana-1089	89	5	2	CARDINAL
cana-1089	89	6	2.8	CARDINAL
cana-1089	89	7	2.1	CARDINAL
cana-1089	89	8	2.7	CARDINAL
cana-1089	90	1	2.1	CARDINAL
cana-1089	90	2	2.8	CARDINAL
cana-1089	90	3	2.2	CARDINAL
cana-1089	91	1	1074	CARDINAL
cana-1089	91	2	31	CARDINAL
cana-1089	92	1	5s	CARDINAL
cana-1089	92	2	2024	CARDINAL
cana-1089	92	3	544	CARDINAL
cana-1089	92	4	2|	CARDINAL
cana-1089	93	1	𝐿1 2(2	CARDINAL
cana-1089	95	1	2 2	DATE
cana-1089	95	2	1	CARDINAL
cana-1089	95	3	2	CARDINAL
cana-1089	95	4	1	CARDINAL
cana-1089	95	5	2	CARDINAL
cana-1089	96	1	2	CARDINAL
cana-1089	96	2	2 4(1	CARDINAL
cana-1089	96	3	2|	CARDINAL
cana-1089	97	1	𝐿1 2(2	CARDINAL
cana-1089	99	1	2 2	DATE
cana-1089	99	2	1	CARDINAL
cana-1089	99	3	2	CARDINAL
cana-1089	99	4	1	CARDINAL
cana-1089	99	5	2	CARDINAL
cana-1089	100	1	1	CARDINAL
cana-1089	100	2	2	CARDINAL
cana-1089	101	1	2.1	CARDINAL
cana-1089	101	2	2.3	CARDINAL
cana-1089	102	1	2	CARDINAL
cana-1089	102	2	2.1	CARDINAL
cana-1089	103	1	2.1	CARDINAL
cana-1089	104	1	𝜑 ∈ ℳ2(𝜒	PRODUCT
cana-1089	105	1	1	CARDINAL
cana-1089	105	2	𝐿2	CARDINAL
cana-1089	105	3	2| ≤	QUANTITY
cana-1089	105	4	1	CARDINAL
cana-1089	105	5	𝐿2	CARDINAL
cana-1089	105	6	1	CARDINAL
cana-1089	105	7	2𝜌)|	CARDINAL
cana-1089	107	1	1	CARDINAL
cana-1089	107	2	∞ 𝑛=2	PERSON
cana-1089	109	1	2𝜋𝑖	ORDINAL
cana-1089	111	1	γ2,2	PERSON
cana-1089	111	2	1 2	CARDINAL
cana-1089	111	3	0	CARDINAL
cana-1089	111	4	γ3,2	ORG
cana-1089	111	5	1 2	DATE
cana-1089	111	6	1	CARDINAL
cana-1089	112	1	1	CARDINAL
cana-1089	113	1	2.1	CARDINAL
cana-1089	113	2	2.2	CARDINAL
cana-1089	113	3	2.3	CARDINAL
cana-1089	114	1	𝜒(𝜔	PERSON
cana-1089	115	1	𝜒(𝜔	PERSON
cana-1089	116	1	𝜒(𝜔	PERSON
cana-1089	118	1	1+𝜔 1−𝜔	CARDINAL
cana-1089	118	2	2.1	CARDINAL
cana-1089	118	3	2.2	CARDINAL
cana-1089	120	1	𝑅𝑒	PERSON
cana-1089	120	2	2𝜔	CARDINAL
cana-1089	121	1	0	CARDINAL
cana-1089	122	1	1074	CARDINAL
cana-1089	122	2	31	CARDINAL
cana-1089	123	1	5s	CARDINAL
cana-1089	123	2	2024	CARDINAL
cana-1089	123	3	545	CARDINAL
cana-1089	123	4	2|	CARDINAL
cana-1089	124	1	2|1	CARDINAL
cana-1089	124	2	2.2	CARDINAL
cana-1089	125	1	∈	ORG
cana-1089	126	1	+ 1|	DATE
cana-1089	127	1	2.9) |𝑎3|	MONEY
cana-1089	127	2	1	CARDINAL
cana-1089	129	1	+ 1|	DATE
cana-1089	130	1	2.10	CARDINAL
cana-1089	130	2	∈	ORG
cana-1089	130	3	2 | ≤	TIME
cana-1089	131	1	1	CARDINAL
cana-1089	132	1	2 |}	TIME
cana-1089	133	1	2	CARDINAL
cana-1089	134	1	2𝜌γ3,𝑘	CARDINAL
cana-1089	134	2	2	CARDINAL
cana-1089	134	3	2.11	CARDINAL
cana-1089	135	1	1.6	CARDINAL
cana-1089	135	2	1 +	CARDINAL
cana-1089	135	3	1	CARDINAL
cana-1089	135	4	2γ2,𝑘 2	CARDINAL
cana-1089	135	5	− 𝑎3γ3,𝑘)𝜔2 + ⋯.	ORG
cana-1089	135	6	2.12	CARDINAL
cana-1089	135	7	1.6	CARDINAL
cana-1089	135	8	2.5	CARDINAL
cana-1089	136	1	2.12	CARDINAL
cana-1089	136	2	2.5	CARDINAL
cana-1089	137	1	1	CARDINAL
cana-1089	137	2	1	CARDINAL
cana-1089	137	3	2.13	CARDINAL
cana-1089	137	4	1	CARDINAL
cana-1089	137	5	𝐿1 2	ORG
cana-1089	137	6	2 2	DATE
cana-1089	137	7	1	CARDINAL
cana-1089	137	8	𝐿2	CARDINAL
cana-1089	138	1	1	CARDINAL
cana-1089	138	2	3 2	CARDINAL
cana-1089	139	1	2.14	CARDINAL
cana-1089	139	2	2.9	CARDINAL
cana-1089	139	3	2.13	CARDINAL
cana-1089	139	4	2.1	CARDINAL
cana-1089	139	5	2.14	CARDINAL
cana-1089	139	6	2.10	CARDINAL
cana-1089	140	1	2|	CARDINAL
cana-1089	142	1	1 γ3,𝑘	TIME
cana-1089	142	2	𝐿1 2	ORG
cana-1089	142	3	2 2	DATE
cana-1089	142	4	1	CARDINAL
cana-1089	142	5	𝐿2	CARDINAL
cana-1089	143	1	1	CARDINAL
cana-1089	143	2	2	CARDINAL
cana-1089	143	3	2	CARDINAL
cana-1089	143	4	2 4	CARDINAL
cana-1089	144	1	2.1	CARDINAL
cana-1089	144	2	2.11	CARDINAL
cana-1089	145	1	1074	CARDINAL
cana-1089	145	2	31	CARDINAL
cana-1089	146	1	5s	CARDINAL
cana-1089	146	2	2024	CARDINAL
cana-1089	146	3	546	CARDINAL
cana-1089	146	4	2.3	CARDINAL
cana-1089	147	1	10	CARDINAL
cana-1089	149	1	1	CARDINAL
cana-1089	150	1	∈	ORG
cana-1089	150	2	2| ≤ 𝐿1	DATE
cana-1089	151	1	1	CARDINAL
cana-1089	157	1	1+𝜔 1−𝜔	CARDINAL
cana-1089	157	2	2.3	CARDINAL
cana-1089	157	3	2.4	CARDINAL
cana-1089	157	4	𝑅𝑒	PERSON
cana-1089	158	1	0	CARDINAL
cana-1089	159	1	2|	CARDINAL
cana-1089	163	1	14 18	CARDINAL
cana-1089	164	1	3.1	CARDINAL
cana-1089	165	1	9	CARDINAL
cana-1089	165	2	56	CARDINAL
cana-1089	165	3	𝑔(𝑤	PERSON
cana-1089	166	1	∞ 𝑘=2	GPE
cana-1089	166	2	3.1	CARDINAL
cana-1089	166	3	2	CARDINAL
cana-1089	166	4	1074	CARDINAL
cana-1089	166	5	31	CARDINAL
cana-1089	167	1	5s	CARDINAL
cana-1089	167	2	2024	CARDINAL
cana-1089	167	3	547	CARDINAL
cana-1089	168	1	1	CARDINAL
cana-1089	168	2	2𝑘 + 1)𝑎3	CARDINAL
cana-1089	168	3	2	CARDINAL
cana-1089	171	1	3	CARDINAL
cana-1089	171	2	2𝑘	CARDINAL
cana-1089	171	3	3.2	CARDINAL
cana-1089	171	4	3.2	CARDINAL
cana-1089	171	5	θij	ORG
cana-1089	173	1	+ 1	DATE
cana-1089	174	1	𝜑(0	ORG
cana-1089	175	1	0	CARDINAL
cana-1089	175	2	3.1	CARDINAL
cana-1089	177	1	𝑤|	ORG
cana-1089	177	2	1 − γ2,𝑘| |𝑏3| ≤	QUANTITY
cana-1089	178	1	2	CARDINAL
cana-1089	178	2	− γ3,𝑘| max {	PERSON
cana-1089	178	3	1	CARDINAL
cana-1089	180	1	2	CARDINAL
cana-1089	180	2	1	CARDINAL
cana-1089	180	3	2	CARDINAL
cana-1089	180	4	2𝐿1(2	CARDINAL
cana-1089	180	5	1	CARDINAL
cana-1089	180	6	2	CARDINAL
cana-1089	180	7	− τ a2 2	PERSON
cana-1089	181	1	2	CARDINAL
cana-1089	181	2	− γ3,𝑘| max {	PERSON
cana-1089	181	3	1	CARDINAL
cana-1089	182	1	2	CARDINAL
cana-1089	182	2	1	CARDINAL
cana-1089	182	3	2	CARDINAL
cana-1089	182	4	2)𝐿1(2	CARDINAL
cana-1089	182	5	1	CARDINAL
cana-1089	182	6	2	CARDINAL
cana-1089	183	1	3.1	CARDINAL
cana-1089	183	2	𝑏2	GPE
cana-1089	184	1	2𝑎2 2	CARDINAL
cana-1089	184	2	− 𝑎3	PERSON
cana-1089	185	1	𝑎2|	DATE
cana-1089	185	2	2.7	CARDINAL
cana-1089	186	1	2	CARDINAL
cana-1089	186	2	2.3	CARDINAL
cana-1089	187	1	2|	CARDINAL
cana-1089	187	2	2	CARDINAL
cana-1089	187	3	2|	CARDINAL
cana-1089	187	4	2)𝑎2	CARDINAL
cana-1089	188	1	2	CARDINAL
cana-1089	188	2	2.3	CARDINAL
cana-1089	189	1	3.2	DATE
cana-1089	190	1	3.2	CARDINAL
cana-1089	191	1	𝑤|	ORG
cana-1089	191	2	1074	CARDINAL
cana-1089	191	3	31	CARDINAL
cana-1089	192	1	5s	CARDINAL
cana-1089	192	2	2024	CARDINAL
cana-1089	192	3	548	CARDINAL
cana-1089	194	1	γ3,𝑘|	CARDINAL
cana-1089	195	1	1	CARDINAL
cana-1089	196	1	2	CARDINAL
cana-1089	197	1	+ 1	DATE
cana-1089	197	2	4γ3,𝑘	CARDINAL
cana-1089	198	1	2	CARDINAL
cana-1089	203	1	4γ3,𝑘	CARDINAL
cana-1089	204	1	2	CARDINAL
cana-1089	204	2	2| ≤ 𝐿1	DATE
cana-1089	204	3	γ3,𝑘|	CARDINAL
cana-1089	205	1	1	CARDINAL
cana-1089	206	1	2)𝐿1γ3,𝑘	CARDINAL
cana-1089	206	2	2	CARDINAL
cana-1089	207	1	+ 1	DATE
cana-1089	207	2	2)γ3,𝑘	CARDINAL
cana-1089	208	1	2	CARDINAL
cana-1089	213	1	2)γ3,𝑘	CARDINAL
cana-1089	214	1	2	CARDINAL
cana-1089	215	1	4.	CARDINAL
cana-1089	215	2	16	CARDINAL
cana-1089	215	3	taylor	PERSON
cana-1089	216	1	robertson	PERSON
cana-1089	218	1	18	CARDINAL
cana-1089	218	2	19 20	CARDINAL
cana-1089	218	3	1	CARDINAL
cana-1089	218	4	2	DATE
cana-1089	218	5	3	DATE
cana-1089	218	6	4	DATE
cana-1089	218	7	17	CARDINAL
cana-1089	219	1	2 ∑	CARDINAL
cana-1089	220	1	4.1	CARDINAL
cana-1089	221	1	4.1	CARDINAL
cana-1089	222	1	4.1	CARDINAL
cana-1089	222	2	|𝑑1|	PERSON
cana-1089	223	1	2	CARDINAL
cana-1089	227	1	1	CARDINAL
cana-1089	228	1	2	CARDINAL
cana-1089	228	2	1	CARDINAL
cana-1089	228	3	2	CARDINAL
cana-1089	228	4	2(1	CARDINAL
cana-1089	228	5	2|	CARDINAL
cana-1089	229	1	∈ ℂ	ORG
cana-1089	229	2	2| ≤	DATE
cana-1089	230	1	2	CARDINAL
cana-1089	230	2	− γ3,𝑘| max {	PERSON
cana-1089	230	3	1	CARDINAL
cana-1089	231	1	2	CARDINAL
cana-1089	231	2	1	CARDINAL
cana-1089	231	3	2	CARDINAL
cana-1089	231	4	2(1	CARDINAL
cana-1089	231	5	2	CARDINAL
cana-1089	232	1	4.2	CARDINAL
cana-1089	232	2	1074	CARDINAL
cana-1089	232	3	31	CARDINAL
cana-1089	233	1	5s	CARDINAL
cana-1089	233	2	2024	CARDINAL
cana-1089	233	3	549	CARDINAL
cana-1089	234	1	first	ORDINAL
cana-1089	234	2	two	CARDINAL
cana-1089	234	3	4.1	CARDINAL
cana-1089	234	4	2	CARDINAL
cana-1089	234	5	1 2	CARDINAL
cana-1089	234	6	2 2	CARDINAL
cana-1089	235	1	2.1	CARDINAL
cana-1089	235	2	2.3	CARDINAL
cana-1089	236	1	4.2	CARDINAL
cana-1089	237	1	1 2	CARDINAL
cana-1089	238	1	1 + 𝜇	DATE
cana-1089	238	2	2	CARDINAL
cana-1089	238	3	2	CARDINAL
cana-1089	238	4	1+\𝑚𝑢	CARDINAL
cana-1089	238	5	2	CARDINAL
cana-1089	238	6	2.3	CARDINAL
cana-1089	240	1	4.2	CARDINAL
cana-1089	241	1	∈	ORG
cana-1089	241	2	4.1	CARDINAL
cana-1089	243	1	1	CARDINAL
cana-1089	243	2	𝐿1	CARDINAL
cana-1089	244	1	2	CARDINAL
cana-1089	245	1	+ 1	DATE
cana-1089	245	2	γ2,k	ORG
cana-1089	245	3	4γ3,k	CARDINAL
cana-1089	245	4	2	CARDINAL
cana-1089	248	1	4γ3,k	CARDINAL
cana-1089	248	2	2	CARDINAL
cana-1089	249	1	∈ ℂ	ORG
cana-1089	249	2	2| ≤	DATE
cana-1089	251	1	1	CARDINAL
cana-1089	252	1	2 |	QUANTITY
cana-1089	252	2	+ 1	DATE
cana-1089	252	3	γ2,k	ORG
cana-1089	252	4	1 + 𝜇)γ3,k	MONEY
cana-1089	252	5	2	CARDINAL
cana-1089	254	1	1 + 𝜇)γ3,k	MONEY
cana-1089	254	2	2	CARDINAL
cana-1089	256	1	≠	PERSON
cana-1089	257	1	multiplicative	ORG
cana-1089	258	1	1.1	CARDINAL
cana-1089	258	2	1.2	CARDINAL
cana-1089	260	1	𝑘-symmetric	NORP
cana-1089	262	1	spirallike	PERSON
cana-1089	267	1	1074	CARDINAL
cana-1089	267	2	31	CARDINAL
cana-1089	268	1	5s	CARDINAL
cana-1089	268	2	2024	CARDINAL
cana-1089	268	3	550	CARDINAL
cana-1089	269	1	1	CARDINAL
cana-1089	269	2	n. e. cho	PERSON
cana-1089	269	3	e. a. adegani	PERSON
cana-1089	269	4	a. motamednezhad	PERSON
cana-1089	269	5	8	CARDINAL
cana-1089	269	6	2020	DATE
cana-1089	269	7	no.1	ORG
cana-1089	269	8	88	CARDINAL
cana-1089	271	1	2	CARDINAL
cana-1089	271	2	e. a. adegani	PERSON
cana-1089	271	3	n. e. cho	PERSON
cana-1089	271	4	bull	ORG
cana-1089	272	1	malays	GPE
cana-1089	274	1	sci	ORG
cana-1089	274	2	44	DATE
cana-1089	274	3	2021	CARDINAL
cana-1089	274	4	2659–2673	CARDINAL
cana-1089	277	1	3	CARDINAL
cana-1089	277	2	e. a. adegani	PERSON
cana-1089	277	3	n. e. cho	PERSON
cana-1089	277	4	m. jafari	PERSON
cana-1089	277	5	7	DATE
cana-1089	277	6	2019	DATE
cana-1089	277	7	no.5	ORG
cana-1089	277	8	408	CARDINAL
cana-1089	278	1	4	CARDINAL
cana-1089	278	2	e. a. adegani	PERSON
cana-1089	278	3	n. h. mohammed	PERSON
cana-1089	278	4	mathematica slovaca	PERSON
cana-1089	278	5	73	CARDINAL
cana-1089	278	6	2023	CARDINAL
cana-1089	278	7	no.1	ORG
cana-1089	279	1	79-88	DATE
cana-1089	280	1	5	CARDINAL
cana-1089	280	2	a. e. bashirov	PERSON
cana-1089	280	3	e. m. kurpinar	PERSON
cana-1089	280	4	a. őzyapıcı	PERSON
cana-1089	280	5	multiplicative calculus	ORG
cana-1089	282	1	337	CARDINAL
cana-1089	282	2	2008	DATE
cana-1089	282	3	1	CARDINAL
cana-1089	282	4	36–48	CARDINAL
cana-1089	284	1	6	CARDINAL
cana-1089	284	2	a. e. bashirov	PERSON
cana-1089	284	3	a. őzyapıcı	PERSON
cana-1089	285	1	j. chin	PERSON
cana-1089	286	1	univ	NORP
cana-1089	287	1	26	CARDINAL
cana-1089	287	2	425–438	DATE
cana-1089	287	3	2011	DATE
cana-1089	289	1	7	CARDINAL
cana-1089	289	2	a. e. bashirov	PERSON
cana-1089	289	3	m. riza	PERSON
cana-1089	290	1	j. appl	PERSON
cana-1089	291	1	eng	GPE
cana-1089	292	1	1 (2011	DATE
cana-1089	292	2	no.1	ORG
cana-1089	293	1	8	CARDINAL
cana-1089	293	2	d. breaz	PERSON
cana-1089	293	3	k. r. karthikeyan	PERSON
cana-1089	293	4	e. umadevi	PERSON
cana-1089	293	5	a. senguttuvan	PERSON
cana-1089	293	6	srivastava	PERSON
cana-1089	294	1	2022	CARDINAL
cana-1089	294	2	11	CARDINAL
cana-1089	294	3	687	CARDINAL
cana-1089	296	1	9	CARDINAL
cana-1089	296	2	a. w. goodman	PERSON
cana-1089	297	1	mariner publishing co., inc.	ORG
cana-1089	297	2	tampa	GPE
cana-1089	297	3	fl	ORG
cana-1089	297	4	1983	DATE
cana-1089	298	1	10	CARDINAL
cana-1089	298	2	k. r. karthikeyan	PERSON
cana-1089	298	3	g. murugusundaramoorthy	PERSON
cana-1089	298	4	multiplicative calculus	ORG
cana-1089	298	5	8	CARDINAL
cana-1089	298	6	2024	CARDINAL
cana-1089	298	7	no.3	CARDINAL
cana-1089	298	8	131	CARDINAL
cana-1089	300	1	11	CARDINAL
cana-1089	300	2	k. r. karthikeyan	PERSON
cana-1089	300	3	e. umadevi	PERSON
cana-1089	300	4	g. murugusundaramoorthy	PERSON
cana-1089	300	5	multiplicative	ORG
cana-1089	301	1	12	CARDINAL
cana-1089	301	2	k. r. karthikeyan	PERSON
cana-1089	301	3	a. senguttuvan	PERSON
cana-1089	301	4	2𝑗	CARDINAL
cana-1089	301	5	asian-european	NORP
cana-1089	302	1	16	CARDINAL
cana-1089	302	2	2023	CARDINAL
cana-1089	302	3	no.10, 2350180	DATE
cana-1089	304	1	13	CARDINAL
cana-1089	304	2	k. r. karthikeyan	PERSON
cana-1089	304	3	g. murugusundaramoorthy	PERSON
cana-1089	304	4	s. d. purohit	PERSON
cana-1089	304	5	d. l.	PERSON
cana-1089	304	6	j. math	PERSON
cana-1089	304	7	2021	CARDINAL
cana-1089	305	1	9	CARDINAL
cana-1089	306	1	14	CARDINAL
cana-1089	306	2	k. r. karthikeyan	PERSON
cana-1089	306	3	g. murugusundaramoorthy	PERSON
cana-1089	306	4	n. e. cho	PERSON
cana-1089	307	1	6 (	CARDINAL
cana-1089	307	2	2021	CARDINAL
cana-1089	307	3	no.7	GPE
cana-1089	307	4	7111	CARDINAL
cana-1089	308	1	15	CARDINAL
cana-1089	308	2	w. c. ma	PERSON
cana-1089	308	3	d. minda	PERSON
cana-1089	308	4	tianjin	GPE
cana-1089	308	5	1992	DATE
cana-1089	308	6	157	CARDINAL
cana-1089	312	1	cambridge	GPE
cana-1089	312	2	ma	GPE
cana-1089	313	1	16	CARDINAL
cana-1089	313	2	i. m. milin	PERSON
cana-1089	314	1	nauka	ORG
cana-1089	314	2	moscow	GPE
cana-1089	314	3	1971	DATE
cana-1089	315	1	russian	NORP
cana-1089	315	2	english	NORP
cana-1089	315	3	american	NORP
cana-1089	315	4	1977	DATE
cana-1089	316	1	17	CARDINAL
cana-1089	316	2	m. obradovič	PERSON
cana-1089	316	3	s. ponnusamy	PERSON
cana-1089	316	4	k. j. wirths	PERSON
cana-1089	316	5	185	CARDINAL
cana-1089	316	6	2018	DATE
cana-1089	316	7	489–501	CARDINAL
cana-1089	318	1	18	CARDINAL
cana-1089	318	2	n. l. sharma	PERSON
cana-1089	318	3	k. j. wirths	PERSON
cana-1089	319	1	73	CARDINAL
cana-1089	319	2	2018	DATE
cana-1089	319	3	160	CARDINAL
cana-1089	319	4	19	CARDINAL
cana-1089	319	5	n. l. sharma	PERSON
cana-1089	319	6	k. j. wirths	PERSON
cana-1089	319	7	australian	NORP
cana-1089	319	8	109	CARDINAL
cana-1089	319	9	2020	DATE
cana-1089	319	10	230–49	CARDINAL
cana-1089	320	1	10.1017	CARDINAL
cana-1089	321	1	20	CARDINAL
cana-1089	321	2	bulletin des sciences mathématiques	ORG
cana-1089	321	3	166	CARDINAL
cana-1089	321	4	2021	CARDINAL
cana-1089	321	5	23	CARDINAL
cana-1089	321	6	article 102931	LAW
cana-1089	321	7	21	CARDINAL
cana-1089	321	8	m. riza	PERSON
cana-1089	321	9	a. őzyapıcı	PERSON
cana-1089	321	10	e. mısırlı	PERSON
cana-1089	322	1	67(2009	CARDINAL
cana-1089	322	2	no.4	GPE
cana-1089	322	3	745–754	DATE
cana-1089	323	1	1074	CARDINAL
cana-1089	323	2	31	CARDINAL
cana-1089	324	1	5s	CARDINAL
cana-1089	324	2	2024	CARDINAL
cana-1089	324	3	551	CARDINAL
cana-1089	325	1	22	CARDINAL
cana-1089	325	2	k. sakaguchi	PERSON
cana-1089	327	1	japan	GPE
cana-1089	327	2	11	CARDINAL
cana-1089	327	3	1959	DATE
cana-1089	327	4	72	CARDINAL
cana-1089	328	1	23	CARDINAL
cana-1089	328	2	h. m. srivastava	PERSON
cana-1089	328	3	s. z. h. bukhari	PERSON
cana-1089	328	4	m. nazir	PERSON
cana-1089	328	5	2𝑗	CARDINAL
cana-1089	329	1	iranian	NORP
cana-1089	331	1	44	DATE
cana-1089	331	2	2018	DATE
cana-1089	331	3	no.5	ORG
cana-1089	331	4	1227-1242	CARDINAL
cana-1089	332	1	24	CARDINAL
cana-1089	333	1	wang	PERSON
cana-1089	333	2	y.-p	GPE
cana-1089	334	1	jiang	PERSON
cana-1089	334	2	2𝑘-symmetric	CARDINAL
cana-1089	335	1	iranian	NORP
cana-1089	337	1	36 (2010	DATE
cana-1089	337	2	217	CARDINAL
cana-1089	338	1	25	CARDINAL
cana-1089	339	1	wang	PERSON
cana-1089	340	1	gao	PERSON
cana-1089	340	2	2𝑘-symmetric	CARDINAL
cana-1089	341	1	j. math	PERSON
cana-1089	342	1	sci	ORG
cana-1089	343	1	24 (2008	DATE
cana-1089	343	2	277	CARDINAL
cana-1089	344	1	26	CARDINAL
cana-1089	345	1	wang	ORG
cana-1089	345	2	59	DATE
cana-1089	345	3	2007	DATE
cana-1089	345	4	1-2	CARDINAL
cana-1089	345	5	65-73	DATE
cana-1089	346	1	27	CARDINAL
cana-1089	347	1	wang	PERSON
cana-1089	348	1	gao	PERSON
cana-1089	348	2	15	DATE
cana-1089	348	3	2007	DATE
cana-1089	348	4	no.4	GPE
cana-1089	348	5	107	CARDINAL
cana-1089	349	1	28	CARDINAL
cana-1089	350	1	wang	ORG
cana-1089	351	1	gao	PERSON
cana-1089	352	1	𝑘-symmetric	NORP
cana-1089	352	2	j. math	PERSON
cana-1089	354	1	322	CARDINAL
cana-1089	354	2	2006	DATE
cana-1089	354	3	no.~1	GPE
cana-1089	354	4	97	CARDINAL