id	sid	eid	entity	type
m-1057	1	1	ijo international journal of mathematics	ORG
m-1057	1	2	2992-4421	DATE
m-1057	1	3	j. tom1	PERSON
m-1057	2	1	08	CARDINAL
m-1057	2	2	04 ||	QUANTITY
m-1057	2	3	2025 ||	QUANTITY
m-1057	3	1	j. tom1 &	ORG
m-1057	4	1	1federal	CARDINAL
m-1057	4	2	abasi	GPE
m-1057	5	1	2akwa	CARDINAL
m-1057	5	2	1	CARDINAL
m-1057	6	1	2	CARDINAL
m-1057	6	2	3	CARDINAL
m-1057	6	3	4	CARDINAL
m-1057	15	1	08	CARDINAL
m-1057	16	1	04	CARDINAL
m-1057	17	1	april 2025	DATE
m-1057	17	2	22	CARDINAL
m-1057	17	3	ijo international journal of mathematics	ORG
m-1057	17	4	2992-4421	DATE
m-1057	17	5	j. tom1	PERSON
m-1057	18	1	08	CARDINAL
m-1057	18	2	04 ||	QUANTITY
m-1057	18	3	2025 ||	QUANTITY
m-1057	19	1	1	CARDINAL
m-1057	21	1	1	CARDINAL
m-1057	24	1	recent years	DATE
m-1057	27	1	hille	PERSON
m-1057	27	2	phillips	PERSON
m-1057	28	1	2	CARDINAL
m-1057	29	1	3	CARDINAL
m-1057	31	1	5	CARDINAL
m-1057	33	1	6	CARDINAL
m-1057	35	1	husssian	ORG
m-1057	36	1	8	CARDINAL
m-1057	38	1	10	CARDINAL
m-1057	38	2	11,12	CARDINAL
m-1057	42	1	10	CARDINAL
m-1057	46	1	08	CARDINAL
m-1057	47	1	04	CARDINAL
m-1057	48	1	april 2025	DATE
m-1057	48	2	23	CARDINAL
m-1057	48	3	ijo international journal of mathematics	ORG
m-1057	48	4	2992-4421	DATE
m-1057	48	5	j. tom1	PERSON
m-1057	49	1	08	CARDINAL
m-1057	49	2	04 ||	QUANTITY
m-1057	49	3	2025 ||	QUANTITY
m-1057	50	1	2	CARDINAL
m-1057	51	1	2.1	CARDINAL
m-1057	52	1	2.2	CARDINAL
m-1057	53	1	normed	ORG
m-1057	53	2		PERSON
m-1057	54	1	normed	ORG
m-1057	54	2		PERSON
m-1057	55	1	2.3	CARDINAL
m-1057	56	1	hilbert	PERSON
m-1057	56	2	 	PERSON
m-1057	57	1	pl ω	ORG
m-1057	57	2	5	CARDINAL
m-1057	57	3	13	DATE
m-1057	57	4	14	DATE
m-1057	57	5	21	CARDINAL
m-1057	58	1	3	CARDINAL
m-1057	58	2		ORG
m-1057	58	3	1	CARDINAL
m-1057	58	4		CARDINAL
m-1057	59	1		CARDINAL
m-1057	59	2		CARDINAL
m-1057	59	3	08	CARDINAL
m-1057	60	1	04	CARDINAL
m-1057	61	1	april 2025	DATE
m-1057	61	2	24	CARDINAL
m-1057	61	3	2992-4421	DATE
m-1057	62	1	j. tom1 *	PERSON
m-1057	63	1	08	CARDINAL
m-1057	63	2	04 ||	QUANTITY
m-1057	63	3	2025 ||	QUANTITY
m-1057	64	1		CARDINAL
m-1057	67	1	4	CARDINAL
m-1057	69	1	0c	CARDINAL
m-1057	69	2	0c	CARDINAL
m-1057	70	1	0	CARDINAL
m-1057	70	2	bounded linear	ORG
m-1057	70	3	0 2 lim	QUANTITY
m-1057	75	1	t	NORP
m-1057	77	1	3	CARDINAL
m-1057	77	2	18	DATE
m-1057	77	3	19	DATE
m-1057	77	4	22	DATE
m-1057	77	5	24	CARDINAL
m-1057	78	1	4.1	CARDINAL
m-1057	79	1		ORG
m-1057	79	2	1	CARDINAL
m-1057	80	1	4.2.	CARDINAL
m-1057	81	1	sin sinc	ORG
m-1057	81	2	0	DATE
m-1057	81	3	3 x x	QUANTITY
m-1057	81	4	08	CARDINAL
m-1057	82	1	04	CARDINAL
m-1057	83	1	april 2025	DATE
m-1057	83	2	25	CARDINAL
m-1057	83	3	ijo international journal of mathematics	ORG
m-1057	83	4	2992-4421	DATE
m-1057	83	5	j. tom1	PERSON
m-1057	84	1	08	CARDINAL
m-1057	84	2	04 ||	QUANTITY
m-1057	84	3	2025 ||	QUANTITY
m-1057	85	1	12	CARDINAL
m-1057	86	1	4.3	CARDINAL
m-1057	87	1	du au f	PERSON
m-1057	87	2	duhamel	PERSON
m-1057	88	1	t	GPE
m-1057	88	2	0u	CARDINAL
m-1057	89	1	t	GPE
m-1057	91	1		ORG
m-1057	91	2	0 5	CARDINAL
m-1057	91	3	23	CARDINAL
m-1057	91	4	24	CARDINAL
m-1057	92	1	4.4	CARDINAL
m-1057	93	1		ORG
m-1057	93	2	0 6	CARDINAL
m-1057	94	1	08	CARDINAL
m-1057	95	1	04	CARDINAL
m-1057	96	1	april 2025	DATE
m-1057	96	2	26	CARDINAL
m-1057	96	3	ijo international journal of mathematics	ORG
m-1057	96	4	2992-4421	DATE
m-1057	96	5	j. tom1	PERSON
m-1057	97	1	08	CARDINAL
m-1057	97	2	04 ||	QUANTITY
m-1057	97	3	2025 ||	QUANTITY
m-1057	100	1	ω	GPE
m-1057	101	1	5	CARDINAL
m-1057	102	1	0	CARDINAL
m-1057	104	1	0	CARDINAL
m-1057	104	2		ORG
m-1057	104	3	18	CARDINAL
m-1057	104	4	24	CARDINAL
m-1057	105	1	5.1	CARDINAL
m-1057	107	1		CARDINAL
m-1057	109	1		CARDINAL
m-1057	109	2	two	CARDINAL
m-1057	109	3	2u	CARDINAL
m-1057	109	4	3	CARDINAL
m-1057	109	5	t	GPE
m-1057	110	1		CARDINAL
m-1057	112	1	5.2	CARDINAL
m-1057	113	1	08	CARDINAL
m-1057	114	1	04	CARDINAL
m-1057	115	1	april 2025	DATE
m-1057	115	2	27	CARDINAL
m-1057	115	3	2992-4421	DATE
m-1057	115	4	j. tom1	PERSON
m-1057	116	1	08	CARDINAL
m-1057	116	2	04 ||	QUANTITY
m-1057	116	3	2025 ||	QUANTITY
m-1057	119	1		CARDINAL
m-1057	121	1	5.3	CARDINAL
m-1057	123	1	1 2	CARDINAL
m-1057	125	1	1c	CARDINAL
m-1057	125	2	0u	CARDINAL
m-1057	125	3		ORG
m-1057	128	1	18	CARDINAL
m-1057	128	2	19	DATE
m-1057	128	3	22	CARDINAL
m-1057	129	1	6	CARDINAL
m-1057	130	1	0 7	DATE
m-1057	130	2	0	DATE
m-1057	130	3		ORG
m-1057	131	1	ω ω	ORG
m-1057	131	2	section 4	DATE
m-1057	131	3	ijo	ORG
m-1057	131	4	08	CARDINAL
m-1057	132	1	04	CARDINAL
m-1057	133	1	april 2025	DATE
m-1057	133	2	28	CARDINAL
m-1057	133	3	ijo international journal of mathematics	ORG
m-1057	133	4	2992-4421	DATE
m-1057	134	1	j. tom1 *	PERSON
m-1057	135	1	08	CARDINAL
m-1057	135	2	04 ||	QUANTITY
m-1057	135	3	2025 ||	QUANTITY
m-1057	136	1	5.1	CARDINAL
m-1057	136	2	section 5	LAW
m-1057	138	1	duhamel	PERSON
m-1057	139	1	3	CARDINAL
m-1057	139	2	15	CARDINAL
m-1057	140	1	section 5	LAW
m-1057	140	2		CARDINAL
m-1057	141	1	t s	ORG
m-1057	141	2	0	CARDINAL
m-1057	143	1	two	CARDINAL
m-1057	143	2		ORG
m-1057	147	1		ORG
m-1057	148	1	2	CARDINAL
m-1057	149	1		PERSON
m-1057	149	2	20 0u	CARDINAL
m-1057	149	3	1 2	CARDINAL
m-1057	149	4	0	CARDINAL
m-1057	150	1	1 2u	QUANTITY
m-1057	152	1	t	GPE
m-1057	152	2	08	CARDINAL
m-1057	153	1	04	CARDINAL
m-1057	154	1	april 2025	DATE
m-1057	154	2	29	CARDINAL
m-1057	154	3	ijo international journal of mathematics	ORG
m-1057	154	4	2992-4421	DATE
m-1057	155	1	j. tom1 *	PERSON
m-1057	156	1	08	CARDINAL
m-1057	156	2	04 ||	QUANTITY
m-1057	156	3	2025 ||	QUANTITY
m-1057	158	1	0	CARDINAL
m-1057	158	2	x	GPE
m-1057	160	1	0	CARDINAL
m-1057	164	1		ORG
m-1057	171	1		PERSON
m-1057	173	1		ORG
m-1057	174	1	0	CARDINAL
m-1057	178	1		PERSON
m-1057	178	2		PERSON
m-1057	180	1		ORG
m-1057	181	1	t	CARDINAL
m-1057	183	1	first	ORDINAL
m-1057	185	1		ORG
m-1057	186	1	0	CARDINAL
m-1057	186	2	t	GPE
m-1057	190	1	16	CARDINAL
m-1057	190	2	17	CARDINAL
m-1057	192	1		ORG
m-1057	193	1		ORG
m-1057	195	1	t h t t h s	ORG
m-1057	195	2		PERSON
m-1057	195	3	08	CARDINAL
m-1057	196	1	04	CARDINAL
m-1057	197	1	april 2025	DATE
m-1057	197	2	30	CARDINAL
m-1057	197	3	ijo international journal of mathematics	ORG
m-1057	197	4	2992-4421	DATE
m-1057	197	5	j. tom1	PERSON
m-1057	198	1	08	CARDINAL
m-1057	198	2	04 ||	QUANTITY
m-1057	198	3	2025 ||	QUANTITY
m-1057	199	1	second	ORDINAL
m-1057	202	1	 ,t	PRODUCT
m-1057	202	2	zero	CARDINAL
m-1057	210	1	t	GPE
m-1057	212	1	5.2	CARDINAL
m-1057	214	1	t	ORG
m-1057	214	2	0u	CARDINAL
m-1057	215	1	zero	CARDINAL
m-1057	217	1	0	CARDINAL
m-1057	218	1	u m e f s s s ds 	ORG
m-1057	218	2	 	PERSON
m-1057	218	3	t	ORG
m-1057	219	1	0tu	ORDINAL
m-1057	221	1	6.4	CARDINAL
m-1057	223	1		ORG
m-1057	223	2	08	CARDINAL
m-1057	224	1	04	CARDINAL
m-1057	225	1	april 2025	DATE
m-1057	225	2	31	CARDINAL
m-1057	225	3	ijo international journal of mathematics	ORG
m-1057	225	4	2992-4421	DATE
m-1057	226	1	j. tom1 *	PERSON
m-1057	227	1	08	CARDINAL
m-1057	227	2	04 ||	QUANTITY
m-1057	227	3	2025 ||	QUANTITY
m-1057	228	1	0	DATE
m-1057	229	1	proof	PERSON
m-1057	229	2	first	ORDINAL
m-1057	232	1		ORG
m-1057	232	2	3	CARDINAL
m-1057	232	3	19	CARDINAL
m-1057	232	4	t t t a	ORG
m-1057	233	1	6.1	CARDINAL
m-1057	235	1	2 2 0 sinc	DATE
m-1057	235	2	0,1	CARDINAL
m-1057	235	3	0	CARDINAL
m-1057	235	4	0	DATE
m-1057	235	5	1	CARDINAL
m-1057	235	6	0 0	DATE
m-1057	236	1	t u	GPE
m-1057	236	2		PERSON
m-1057	236	3		ORG
m-1057	239	1	2 2	CARDINAL
m-1057	239	2		ORG
m-1057	239	3	1 00,1	TIME
m-1057	240	1	u h h 	ORG
m-1057	242	1	08	CARDINAL
m-1057	242	2	04	CARDINAL
m-1057	243	1	april 2025	DATE
m-1057	243	2	32	CARDINAL
m-1057	243	3	ijo international journal of mathematics	ORG
m-1057	243	4	2992-4421	DATE
m-1057	243	5	j. tom1	PERSON
m-1057	244	1	08	CARDINAL
m-1057	244	2	04 ||	QUANTITY
m-1057	244	3	2025 ||	QUANTITY
m-1057	245	1	0	CARDINAL
m-1057	246	1	2 2sin	DATE
m-1057	248	1	01	DATE
m-1057	250	1	1 2	CARDINAL
m-1057	250	2	2	CARDINAL
m-1057	250	3	first	ORDINAL
m-1057	250	4	2 1 2 2	TIME
m-1057	252	1	1 1 0	DATE
m-1057	252	2	1	CARDINAL
m-1057	252	3	1	CARDINAL
m-1057	252	4	2 2	CARDINAL
m-1057	252	5	1	CARDINAL
m-1057	252	6	2	CARDINAL
m-1057	252	7	0	CARDINAL
m-1057	253	1	n nn	PERSON
m-1057	254	1		PERSON
m-1057	258	1	 	PERSON
m-1057	260	1	n	CARDINAL
m-1057	261	1	  	PERSON
m-1057	263	1	08	CARDINAL
m-1057	264	1	04	CARDINAL
m-1057	265	1	april 2025	DATE
m-1057	265	2	33	CARDINAL
m-1057	265	3	ijo international journal of mathematics	ORG
m-1057	265	4	2992-4421	DATE
m-1057	265	5	j. tom1	PERSON
m-1057	266	1	08	CARDINAL
m-1057	266	2	04 ||	QUANTITY
m-1057	266	3	2025 ||	QUANTITY
m-1057	267	1	22 11	DATE
m-1057	267	2	2	CARDINAL
m-1057	267	3	   	PERSON
m-1057	268	1	first	ORDINAL
m-1057	270	1	22	CARDINAL
m-1057	270	2	2 2 2	DATE
m-1057	270	3	2	CARDINAL
m-1057	270	4	  vv	PERSON
m-1057	273	1	6.2	CARDINAL
m-1057	275	1	2 2 sinc	DATE
m-1057	275	2	0	CARDINAL
m-1057	275	3	1	CARDINAL
m-1057	275	4	0	DATE
m-1057	275	5	1	CARDINAL
m-1057	276	1	t u	ORG
m-1057	276	2		PRODUCT
m-1057	276	3		PERSON
m-1057	277	1		ORG
m-1057	277	2	sincxf	PERSON
m-1057	277	3	u s u s u s	ORG
m-1057	280	1	0	CARDINAL
m-1057	281	1	5.1	CARDINAL
m-1057	281	2	2	CARDINAL
m-1057	281	3	2	CARDINAL
m-1057	282	1		ORG
m-1057	282	2	x 	ORG
m-1057	284	1	x	ORG
m-1057	285	1		ORG
m-1057	285	2	cosxu	GPE
m-1057	286	1	ijo	ORG
m-1057	286	2	08	CARDINAL
m-1057	287	1	04	CARDINAL
m-1057	288	1	april 2025	DATE
m-1057	288	2	34	CARDINAL
m-1057	288	3	ijo international journal of mathematics	ORG
m-1057	288	4	2992-4421	DATE
m-1057	289	1	j. tom1 *	PERSON
m-1057	290	1	08	CARDINAL
m-1057	290	2	04 ||	QUANTITY
m-1057	290	3	2025 ||	QUANTITY
m-1057	291	1	xu u	PERSON
m-1057	291	2	2	CARDINAL
m-1057	291	3	x	DATE
m-1057	291	4	2	CARDINAL
m-1057	291	5	1 2	CARDINAL
m-1057	291	6	2 2 x	QUANTITY
m-1057	291	7		ORG
m-1057	291	8	2 1 1 2	DATE
m-1057	291	9	2	CARDINAL
m-1057	291	10		PERSON
m-1057	293	1	1 1 30 4	DATE
m-1057	293	2	2 1	CARDINAL
m-1057	293	3	2e x x	QUANTITY
m-1057	293	4		GPE
m-1057	294	1	22	CARDINAL
m-1057	294	2	2 2	CARDINAL
m-1057	294	3	t st t t e	GPE
m-1057	294	4	  vv	PERSON
m-1057	295	1	second	ORDINAL
m-1057	296	1		CARDINAL
m-1057	296	2		ORG
m-1057	297	1		CARDINAL
m-1057	299	1		CARDINAL
m-1057	301	1	08	CARDINAL
m-1057	302	1	04	CARDINAL
m-1057	303	1	april 2025	DATE
m-1057	303	2	35	CARDINAL
m-1057	303	3	ijo international journal of mathematics	ORG
m-1057	303	4	2992-4421	DATE
m-1057	303	5	j. tom1	PERSON
m-1057	304	1	08	CARDINAL
m-1057	304	2	04 ||	QUANTITY
m-1057	304	3	2025 ||	QUANTITY
m-1057	305	1	7	CARDINAL
m-1057	309	1	1	CARDINAL
m-1057	309	2	third	ORDINAL
m-1057	309	3	mathematicians	NORP
m-1057	309	4	heidelberg	GPE
m-1057	309	5	germany	GPE
m-1057	309	6	1964	DATE
m-1057	309	7	484	CARDINAL
m-1057	310	1	2	CARDINAL
m-1057	310	2	hille	NORP
m-1057	310	3	phillips	PERSON
m-1057	310	4	r. s	PERSON
m-1057	311	1	32 (1957	DATE
m-1057	312	1	3	CARDINAL
m-1057	312	2	pazy a.	PERSON
m-1057	312	3	linear operators	ORG
m-1057	313	1	44, 1983	DATE
m-1057	314	1	4	CARDINAL
m-1057	314	2	r.	NORP
m-1057	314	3	1997	DATE
m-1057	315	1	5	CARDINAL
m-1057	315	2	l. c. evans	PERSON
m-1057	315	3	19	CARDINAL
m-1057	315	4	rhode island	GPE
m-1057	315	5	2002	DATE
m-1057	316	1	6	CARDINAL
m-1057	316	2	d.	NORP
m-1057	318	1	840	CARDINAL
m-1057	318	2	1981	DATE
m-1057	319	1	7	CARDINAL
m-1057	319	2	j.	PERSON
m-1057	320	1	birkhauser	PERSON
m-1057	320	2	2015	CARDINAL
m-1057	321	1	8	CARDINAL
m-1057	321	2	hussain	GPE
m-1057	321	3	s.	PERSON
m-1057	321	4	d.	NORP
m-1057	322	1	40(3	CARDINAL
m-1057	322	2	2022	CARDINAL
m-1057	322	3	785	CARDINAL
m-1057	323	1	10	CARDINAL
m-1057	323	2	j.	PERSON
m-1057	323	3	bowers	GPE
m-1057	324	1	siam	GPE
m-1057	324	2	1992	DATE
m-1057	325	1	11	CARDINAL
m-1057	326	1	berlin	GPE
m-1057	326	2	new york	GPE
m-1057	326	3	1993	DATE
m-1057	327	1	12	CARDINAL
m-1057	327	2	e. d. &ogbonna	ORG
m-1057	327	3	second	ORDINAL
m-1057	327	4	j. math	PERSON
m-1057	329	1	35	CARDINAL
m-1057	329	2	2016	CARDINAL
m-1057	329	3	408	CARDINAL
m-1057	330	1	13	CARDINAL
m-1057	330	2	s. kesavan	PERSON
m-1057	330	3	new delhi	GPE
m-1057	330	4	2003	DATE
m-1057	331	1	14	CARDINAL
m-1057	331	2	new york	GPE
m-1057	331	3	2011	DATE
m-1057	332	1	08	CARDINAL
m-1057	333	1	04	CARDINAL
m-1057	334	1	april 2025	DATE
m-1057	334	2	36	CARDINAL
m-1057	334	3	ijo international journal of mathematics	ORG
m-1057	334	4	2992-4421	DATE
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