id	sid	eid	entity	type
cana-357	1	1	1074	CARDINAL
cana-357	1	2	31	CARDINAL
cana-357	1	3	1	CARDINAL
cana-357	1	4	2024	CARDINAL
cana-357	1	5	136	CARDINAL
cana-357	1	6	manifolds prof	ORG
cana-357	2	1	t.venkatesh1	GPE
cana-357	2	2	rani channamma university	PERSON
cana-357	2	3	mathematical sciences institute	ORG
cana-357	2	4	karnataka	GPE
cana-357	2	5	india e	GPE
cana-357	2	6	2department	TIME
cana-357	2	7	hubballi	ORG
cana-357	3	1	karnataka	GPE
cana-357	3	2	india g	GPE
cana-357	3	3	ashmagmath786@gmail.com	ORG
cana-357	3	4	28	CARDINAL
cana-357	3	5	07-11-2023	CARDINAL
cana-357	3	6	29-11-2023	CARDINAL
cana-357	3	7	riemann geometry aspects	ORG
cana-357	3	8	pde	ORG
cana-357	4	1	smooth manifolds	ORG
cana-357	6	1	1	CARDINAL
cana-357	7	1	one	CARDINAL
cana-357	7	2	greek	NORP
cana-357	8	1	euclid	GPE
cana-357	10	1	19th century	DATE
cana-357	10	2	riemann	PERSON
cana-357	10	3	riemann	PERSON
cana-357	11	1	laed	PERSON
cana-357	12	1	riemann	PERSON
cana-357	12	2	noneuclidean	NORP
cana-357	13	1	the middle of 20th century	DATE
cana-357	13	2	newton	GPE
cana-357	14	1	2	CARDINAL
cana-357	14	2	manifolds	ORG
cana-357	15	1	1940	DATE
cana-357	16	1	riemann	PERSON
cana-357	16	2	2	CARDINAL
cana-357	17	1	1074	CARDINAL
cana-357	17	2	31	CARDINAL
cana-357	17	3	1	CARDINAL
cana-357	17	4	2024	CARDINAL
cana-357	17	5	137	CARDINAL
cana-357	19	1	2.differentiable	CARDINAL
cana-357	20	1	one	CARDINAL
cana-357	21	1	2.1	CARDINAL
cana-357	21	2	homomorphisms	ORG
cana-357	23	1	2.2	CARDINAL
cana-357	25	1	smooth manifolds	ORG
cana-357	26	1	s. t. yaninitiated	PERSON
cana-357	26	2	pde	ORG
cana-357	27	1	linear	ORG
cana-357	27	2	non-linear pde’s	LOC
cana-357	27	3	1074	CARDINAL
cana-357	27	4	31	CARDINAL
cana-357	27	5	1	CARDINAL
cana-357	27	6	2024	CARDINAL
cana-357	27	7	138	CARDINAL
cana-357	28	1	firstly	ORDINAL
cana-357	29	1	3	CARDINAL
cana-357	29	2	pde	ORG
cana-357	30	1	1	CARDINAL
cana-357	30	2	first	ORDINAL
cana-357	33	1	2	CARDINAL
cana-357	34	1	3.1	CARDINAL
cana-357	35	1	4	CARDINAL
cana-357	35	2	first	ORDINAL
cana-357	40	1	1074	CARDINAL
cana-357	40	2	31	CARDINAL
cana-357	40	3	1	CARDINAL
cana-357	40	4	2024	CARDINAL
cana-357	40	5	139	CARDINAL
cana-357	40	6	2	CARDINAL
cana-357	42	1	first	ORDINAL
cana-357	44	1	3.2proposition	CARDINAL
cana-357	46	1	4.	CARDINAL
cana-357	51	1	4.1	CARDINAL
cana-357	52	1	4.2	CARDINAL
cana-357	53	1	linear	ORG
cana-357	53	2	non-linear	ORG
cana-357	54	1	1074	CARDINAL
cana-357	54	2	31	CARDINAL
cana-357	54	3	1	CARDINAL
cana-357	54	4	2024	CARDINAL
cana-357	54	5	140	CARDINAL
cana-357	58	1	4.3	CARDINAL
cana-357	60	1	4.4	CARDINAL
cana-357	61	1	5	CARDINAL
cana-357	64	1	1	CARDINAL
cana-357	64	2	eckhard meinrenken	PERSON
cana-357	64	3	manifolds	ORG
cana-357	64	4	university of toronto	ORG
cana-357	64	5	spring 2003	DATE
cana-357	65	1	2	CARDINAL
cana-357	65	2	p.d. cordaro	PERSON
cana-357	65	3	j. hounie	PERSON
cana-357	65	4	cambridge university	ORG
cana-357	65	5	2008	DATE
cana-357	66	1	3	CARDINAL
cana-357	66	2	j. cordaro	PERSON
cana-357	66	3	j. hounie	PERSON
cana-357	67	1	105	CARDINAL
cana-357	67	2	no.3	MONEY
cana-357	67	3	2000	DATE
cana-357	67	4	387	CARDINAL
cana-357	68	1	4	CARDINAL
cana-357	68	2	m. s. baouendi	PERSON
cana-357	68	3	f. treves	PERSON
cana-357	68	4	ann	PERSON
cana-357	69	1	113	CARDINAL
cana-357	69	2	1981	DATE
cana-357	69	3	387	CARDINAL
cana-357	70	1	5	CARDINAL
cana-357	70	2	cr manifolds	GPE
cana-357	70	3	russian	NORP
cana-357	71	1	46:1	CARDINAL
cana-357	71	2	1991	DATE
cana-357	71	3	95	CARDINAL
cana-357	72	1	6	CARDINAL
cana-357	72	2	j. jost	PERSON
cana-357	72	3	riemannian	NORP
cana-357	72	4	springer 2011	DATE
cana-357	73	1	7	CARDINAL
cana-357	73	2	h. sussmann	PERSON
cana-357	74	1	79	DATE
cana-357	74	2	1 (1973	DATE
cana-357	74	3	197	CARDINAL
cana-357	75	1	8	CARDINAL
cana-357	75	2	s. lang	PERSON
cana-357	75	3	riemannian	NORP
cana-357	75	4	160 1995	DATE