id	sid	eid	entity	type
cana-1681	1	1	1074	CARDINAL
cana-1681	1	2	32	CARDINAL
cana-1681	1	3	1 (	CARDINAL
cana-1681	1	4	385	CARDINAL
cana-1681	2	1	1	CARDINAL
cana-1681	2	2	maharaja ranjit singh	PERSON
cana-1681	2	3	punjab technical university	ORG
cana-1681	2	4	bathinda	GPE
cana-1681	2	5	punjab	GPE
cana-1681	2	6	india	GPE
cana-1681	3	1	18-07-2024	CARDINAL
cana-1681	3	2	31	CARDINAL
cana-1681	3	3	14-09-2024	CARDINAL
cana-1681	5	1	k. devendra	PERSON
cana-1681	5	2	s. dimple[3	PERSON
cana-1681	5	3	one	CARDINAL
cana-1681	5	4	two	CARDINAL
cana-1681	6	1	2020	DATE
cana-1681	7	1	42a20	CARDINAL
cana-1681	7	2	42a32	DATE
cana-1681	7	3	42a38	CARDINAL
cana-1681	8	1	1	CARDINAL
cana-1681	9	1	𝑓(𝑥	PERSON
cana-1681	9	2	𝑔(휁	PERSON
cana-1681	9	3	𝑔(휁	PERSON
cana-1681	9	4	1	CARDINAL
cana-1681	9	5	휁𝜖𝑅	PERSON
cana-1681	10	1	1	CARDINAL
cana-1681	12	1	0	CARDINAL
cana-1681	14	1	𝑓𝜖𝐿𝑝(𝑅	ORG
cana-1681	15	1	1.1	CARDINAL
cana-1681	17	1	1	CARDINAL
cana-1681	18	1	1074	CARDINAL
cana-1681	18	2	32	CARDINAL
cana-1681	18	3	1 (	CARDINAL
cana-1681	18	4	386	CARDINAL
cana-1681	19	1	1 (ii	CARDINAL
cana-1681	19	2	|𝑥|>𝛿,|𝑦|>𝛿 |𝜓𝜖(𝑥	WORK_OF_ART
cana-1681	19	3	0	CARDINAL
cana-1681	20	1	1	CARDINAL
cana-1681	20	2	|𝑥|>𝛿,|𝑦|>𝛿 𝜓𝜖(𝑥	PERSON
cana-1681	22	1	1	CARDINAL
cana-1681	23	1	1	CARDINAL
cana-1681	23	2	𝜓(𝑧	PRODUCT
cana-1681	23	3	𝜓(𝑧	PRODUCT
cana-1681	24	1	0	CARDINAL
cana-1681	24	2	1.2	CARDINAL
cana-1681	25	1	1	CARDINAL
cana-1681	26	1	∫	ORG
cana-1681	28	1	1.1	CARDINAL
cana-1681	29	1	1	CARDINAL
cana-1681	29	2	𝑛0휀𝑁	PERSON
cana-1681	30	1	1	CARDINAL
cana-1681	33	1	𝑆∗(𝑅	WORK_OF_ART
cana-1681	33	2	⊂	GPE
cana-1681	34	1	𝑆∗(𝑅	TIME
cana-1681	34	2	⊂	GPE
cana-1681	34	3	𝑦)| ≤	MONEY
cana-1681	34	4	1+|𝑥𝑦|𝑛.	CARDINAL
cana-1681	34	5	1 ≤ 𝑝	QUANTITY
cana-1681	34	6	1074	CARDINAL
cana-1681	34	7	32	CARDINAL
cana-1681	35	1	1 (	CARDINAL
cana-1681	35	2	387	CARDINAL
cana-1681	37	1	0	CARDINAL
cana-1681	39	1	1.2	CARDINAL
cana-1681	40	1	𝜎𝑛}𝑛 𝑁	PERSON
cana-1681	41	1	0 ≤ 𝛼𝑛 ≤ 1	MONEY
cana-1681	42	1	1 ≤ 𝑝 ≤	QUANTITY
cana-1681	44	1	0	CARDINAL
cana-1681	44	2	1 ≤ 𝑝 ≤	QUANTITY
cana-1681	47	1	1 ≤ 𝑝 ≤	QUANTITY
cana-1681	49	1	minkowski	PERSON
cana-1681	49	2	||𝜎𝑛	CARDINAL
cana-1681	50	1	singh	GPE
cana-1681	50	2	d.	NORP
cana-1681	50	3	singh	GPE
cana-1681	51	1	2	CARDINAL
cana-1681	52	1	||(ℎ𝑛 −	FAC
cana-1681	53	1	|(ℎ𝑛 −	LOC
cana-1681	53	2	0	CARDINAL
cana-1681	55	1	1	CARDINAL
cana-1681	55	2	0	CARDINAL
cana-1681	55	3	a.e.	GPE
cana-1681	56	1	0	CARDINAL
cana-1681	56	2	1.3	CARDINAL
cana-1681	57	1	𝐿𝑝-good	NORP
cana-1681	57	2	𝐿𝑝-good	WORK_OF_ART
cana-1681	59	1	1.4	CARDINAL
cana-1681	60	1	0 ≤ 𝛼𝑛 ≤ 1	MONEY
cana-1681	60	2	1	CARDINAL
cana-1681	61	1	1	CARDINAL
cana-1681	61	2	2	CARDINAL
cana-1681	62	1	2.1	CARDINAL
cana-1681	64	1	to𝑓(𝑥	ORG
cana-1681	64	2	1 ≤	MONEY
cana-1681	64	3	1074	CARDINAL
cana-1681	64	4	32	CARDINAL
cana-1681	64	5	1 (	CARDINAL
cana-1681	64	6	388	CARDINAL
cana-1681	64	7	1 ≤	CARDINAL
cana-1681	65	1	1	CARDINAL
cana-1681	65	2	1	CARDINAL
cana-1681	65	3	1	CARDINAL
cana-1681	65	4	𝑓)(𝑥	NORP
cana-1681	66	1	1	CARDINAL
cana-1681	66	2	𝑓)(𝑥	NORP
cana-1681	66	3	1	CARDINAL
cana-1681	67	1	∑ 𝑛	DATE
cana-1681	67	2	1.4	CARDINAL
cana-1681	69	1	𝑓)(𝑥	NORP
cana-1681	69	2	1 ≤	QUANTITY
cana-1681	69	3	𝑓𝑞휀𝐿𝑞(𝑅	PERSON
cana-1681	70	1	1 (	CARDINAL
cana-1681	70	2	1/𝑞	CARDINAL
cana-1681	71	1	1 𝑛1+1/𝑝(𝑙𝑜𝑔𝑛)2/𝑝	MONEY
cana-1681	71	2	1	CARDINAL
cana-1681	71	3	1	CARDINAL
cana-1681	71	4	2	CARDINAL
cana-1681	74	1	−𝑎𝑛+1	PRODUCT
cana-1681	74	2	1	CARDINAL
cana-1681	74	3	1 (𝑘𝑙𝑜𝑔2(𝑘	CARDINAL
cana-1681	75	1	1/𝑝 ∫	DATE
cana-1681	75	2	𝜎𝑘(𝑥	CARDINAL
cana-1681	75	3	𝑦)𝑑𝑥𝑑𝑦𝑁𝑜𝑤	DATE
cana-1681	76	1	𝜎𝑘(𝑥	CARDINAL
cana-1681	76	2	2	DATE
cana-1681	77	1	2/𝑞	CARDINAL
cana-1681	78	1	1	CARDINAL
cana-1681	79	1	𝑙𝑜𝑔𝑘	PERSON
cana-1681	79	2	2	DATE
cana-1681	79	3	2	CARDINAL
cana-1681	79	4	2/𝑞	CARDINAL
cana-1681	79	5	1074	CARDINAL
cana-1681	79	6	32	CARDINAL
cana-1681	79	7	1 (	CARDINAL
cana-1681	79	8	389	CARDINAL
cana-1681	79	9	1/𝑞	CARDINAL
cana-1681	84	1	𝑑𝑦𝑘	ORG
cana-1681	87	1	1	CARDINAL
cana-1681	89	1	4	CARDINAL
cana-1681	90	1	⊆	CARDINAL
cana-1681	90	2	∞ a.e	PERSON
cana-1681	90	3	r.	NORP
cana-1681	90	4	1 ≤	CARDINAL
cana-1681	92	1	1	CARDINAL
cana-1681	92	2	+1	DATE
cana-1681	94	1	ℎ𝑛𝑘	PERSON
cana-1681	95	1	𝑆𝑘	PERSON
cana-1681	95	2	+ 1	DATE
cana-1681	98	1	𝑈𝑘𝑇𝑘.	DATE
cana-1681	98	2	𝑛0휀𝑁	PERSON
cana-1681	100	1	1	CARDINAL
cana-1681	102	1	||ℎ𝑛	DATE
cana-1681	103	1	∥𝑝	GPE
cana-1681	103	2	2𝐶𝑖 𝑁	WORK_OF_ART
cana-1681	103	3	21−𝑖	CARDINAL
cana-1681	103	4	𝐶𝑁	ORG
cana-1681	104	1	𝑛𝑖−1	ORG
cana-1681	105	1	𝐿𝑝([0,1	GPE
cana-1681	105	2	borel	PERSON
cana-1681	107	1	𝑦)|𝑑𝑥𝑑𝑦	PERSON
cana-1681	107	2	borel	PERSON
cana-1681	107	3	∑ 𝑁 𝑖=1	PERSON
cana-1681	108	1	1074	CARDINAL
cana-1681	108	2	32	CARDINAL
cana-1681	108	3	1 (	CARDINAL
cana-1681	108	4	390	CARDINAL
cana-1681	110	1	𝑦)| 𝑝	DATE
cana-1681	112	1	− 𝑦)| 𝑝	PERSON
cana-1681	114	1	2𝑝𝐶0	CARDINAL
cana-1681	114	2	1	CARDINAL
cana-1681	114	3	2	CARDINAL
cana-1681	114	4	𝐶0 𝑁	PERSON
cana-1681	116	1	𝐿𝑝([0,1	GPE
cana-1681	117	1	1 ≤	MONEY
cana-1681	118	1	1 ≤	QUANTITY
cana-1681	121	1	1	CARDINAL
cana-1681	124	1	1	CARDINAL
cana-1681	124	2	0	CARDINAL
cana-1681	129	1	2−𝑘	CARDINAL
cana-1681	130	1	= 𝐶𝑘 𝑁 2𝑘𝑝𝑚	PERSON
cana-1681	130	2	2	CARDINAL
cana-1681	131	1	𝑁.	PERSON
cana-1681	131	2	3	CARDINAL
cana-1681	131	3	4	CARDINAL
cana-1681	131	4	1074	CARDINAL
cana-1681	131	5	32	CARDINAL
cana-1681	131	6	1 (	CARDINAL
cana-1681	131	7	391	CARDINAL
cana-1681	131	8	𝐶0 𝑁 > 𝐶𝑘 𝑁 2𝑘𝑝𝑘0	PERSON
cana-1681	132	1	1 ≤	MONEY
cana-1681	134	1	1	CARDINAL
cana-1681	134	2	78(1989	DATE
cana-1681	134	3	131	CARDINAL
cana-1681	135	1	2	CARDINAL
cana-1681	135	2	k. devendra	PERSON
cana-1681	135	3	s. dimple	PERSON
cana-1681	135	4	𝑝 ≥ 1	DATE
cana-1681	135	5	3(2011	CARDINAL
cana-1681	135	6	14	CARDINAL
cana-1681	136	1	3	CARDINAL
cana-1681	136	2	k. reinhold-larsson	PERSON
cana-1681	137	1	amer	PERSON
cana-1681	138	1	865	CARDINAL
cana-1681	139	1	4	CARDINAL
cana-1681	139	2	s. sawyer	PERSON
cana-1681	139	3	ann	PERSON
cana-1681	139	4	84(2)(1966	CARDINAL
cana-1681	139	5	157	CARDINAL