id	sid	eid	entity	type
ssh-7883	1	1	bcp social sciences & humanities	ORG
ssh-7883	1	2	2024	CARDINAL
ssh-7883	1	3	23	CARDINAL
ssh-7883	1	4	2024	CARDINAL
ssh-7883	1	5	1	CARDINAL
ssh-7883	1	6	two	CARDINAL
ssh-7883	2	1	hunan normal university	ORG
ssh-7883	2	2	changsha	GPE
ssh-7883	2	3	hunan	GPE
ssh-7883	2	4	410000	DATE
ssh-7883	2	5	china	GPE
ssh-7883	2	6	1217594171@qq.com	CARDINAL
ssh-7883	3	1	two	CARDINAL
ssh-7883	4	1	two	CARDINAL
ssh-7883	9	1	1	CARDINAL
ssh-7883	10	1	recent years	DATE
ssh-7883	10	2	1–4	CARDINAL
ssh-7883	12	1	riemann-liuville fractional	PERSON
ssh-7883	12	2	5–9	CARDINAL
ssh-7883	14	1	8	CARDINAL
ssh-7883	15	1	shu et al	PERSON
ssh-7883	16	1	9	CARDINAL
ssh-7883	16	2	1	CARDINAL
ssh-7883	16	3	2	CARDINAL
ssh-7883	17	1	two	CARDINAL
ssh-7883	19	1	10	CARDINAL
ssh-7883	19	2	14	CARDINAL
ssh-7883	21	1	1	CARDINAL
ssh-7883	21	2	2	CARDINAL
ssh-7883	22	1	∈	ORG
ssh-7883	23	1	caputo	PERSON
ssh-7883	23	2	1	CARDINAL
ssh-7883	23	3	2	CARDINAL
ssh-7883	24	1	two	CARDINAL
ssh-7883	24	2	1.1	CARDINAL
ssh-7883	24	3	social sciences & humanities	ORG
ssh-7883	24	4	2024	CARDINAL
ssh-7883	24	5	23	CARDINAL
ssh-7883	24	6	2024	CARDINAL
ssh-7883	24	7	2	CARDINAL
ssh-7883	24	8	1.2	CARDINAL
ssh-7883	24	9	∈	ORG
ssh-7883	26	1	0	CARDINAL
ssh-7883	26	2	1	CARDINAL
ssh-7883	26	3	1	CARDINAL
ssh-7883	26	4	1	CARDINAL
ssh-7883	26	5	2	CARDINAL
ssh-7883	26	6	d0α+	ORG
ssh-7883	26	7	riemann-liouville fractional order	ORG
ssh-7883	26	8	zero(see	GPE
ssh-7883	27	1	2.3	CARDINAL
ssh-7883	28	1	⊆	CARDINAL
ssh-7883	28	2	2.4	CARDINAL
ssh-7883	29	1	1	CARDINAL
ssh-7883	29	2	2	CARDINAL
ssh-7883	29	3	riemann-liouville fractional derivative	ORG
ssh-7883	29	4	two	CARDINAL
ssh-7883	30	1	1.1	CARDINAL
ssh-7883	30	2	1.2	CARDINAL
ssh-7883	31	1	2	CARDINAL
ssh-7883	33	1	0	CARDINAL
ssh-7883	33	2	//u	GPE
ssh-7883	33	3	cb (j	ORG
ssh-7883	34	1	2.1	CARDINAL
ssh-7883	34	2	5](riemann	CARDINAL
ssh-7883	34	3	riemann-liouville fractional integral	ORG
ssh-7883	34	4	∈	ORG
ssh-7883	34	5	∈	ORG
ssh-7883	34	6	0	CARDINAL
ssh-7883	34	7	∈	ORG
ssh-7883	35	1	2.2	CARDINAL
ssh-7883	35	2	5](riemann	CARDINAL
ssh-7883	35	3	riemann-liouville fractional order	ORG
ssh-7883	35	4	∈	ORG
ssh-7883	35	5	2.3	CARDINAL
ssh-7883	35	6	5](caputo	CARDINAL
ssh-7883	35	7	∈	ORG
ssh-7883	35	8	2.4	CARDINAL
ssh-7883	36	1	12	CARDINAL
ssh-7883	37	1	linear operator.a	ORG
ssh-7883	37	2	|arg(−λα	PERSON
ssh-7883	39	1	2.1	CARDINAL
ssh-7883	41	1	0	CARDINAL
ssh-7883	43	1	+ 1	DATE
ssh-7883	44	1	0	CARDINAL
ssh-7883	44	2	0	CARDINAL
ssh-7883	44	3	0	CARDINAL
ssh-7883	44	4	0	CARDINAL
ssh-7883	44	5	0	CARDINAL
ssh-7883	44	6	social sciences & humanities	ORG
ssh-7883	44	7	2024	CARDINAL
ssh-7883	44	8	23	CARDINAL
ssh-7883	44	9	2024	CARDINAL
ssh-7883	44	10	2.2	CARDINAL
ssh-7883	44	11	0	CARDINAL
ssh-7883	44	12	n(n ∈ n	PERSON
ssh-7883	44	13	u(t	ORG
ssh-7883	44	14	∈	ORG
ssh-7883	44	15	0	CARDINAL
ssh-7883	44	16	0	CARDINAL
ssh-7883	44	17	0	CARDINAL
ssh-7883	44	18	0	CARDINAL
ssh-7883	44	19	2.1	CARDINAL
ssh-7883	45	1	15	CARDINAL
ssh-7883	46	1	two	CARDINAL
ssh-7883	46	2	1.1	CARDINAL
ssh-7883	46	3	1.2	CARDINAL
ssh-7883	47	1	first	ORDINAL
ssh-7883	47	2	1.1	CARDINAL
ssh-7883	47	3	2.2	CARDINAL
ssh-7883	49	1	3	CARDINAL
ssh-7883	49	2	1.1	CARDINAL
ssh-7883	49	3	firstly	ORDINAL
ssh-7883	49	4	3.1	CARDINAL
ssh-7883	50	1	3.1	CARDINAL
ssh-7883	50	2	3.1	CARDINAL
ssh-7883	50	3	u(t	ORG
ssh-7883	51	1	3.2	CARDINAL
ssh-7883	51	2	λα+β	GPE
ssh-7883	51	3	λα+β ∈ c. bcp social sciences & humanities	ORG
ssh-7883	51	4	2024	CARDINAL
ssh-7883	51	5	23	CARDINAL
ssh-7883	51	6	2024	CARDINAL
ssh-7883	51	7	4	CARDINAL
ssh-7883	51	8	1	CARDINAL
ssh-7883	59	1	+ f(t)](λ	DATE
ssh-7883	71	1	a)lf	ORG
ssh-7883	71	2	3.2	CARDINAL
ssh-7883	72	1	3.2	CARDINAL
ssh-7883	72	2	1.1	CARDINAL
ssh-7883	73	1	+ tα+β(t-s)f(s	PERSON
ssh-7883	73	2	u(s))ds	GPE
ssh-7883	73	3	3.2	CARDINAL
ssh-7883	73	4	1.1	CARDINAL
ssh-7883	74	1	3.1	CARDINAL
ssh-7883	74	2	1.1	CARDINAL
ssh-7883	74	3	u(t	ORG
ssh-7883	75	1	− s)f(s	PERSON
ssh-7883	75	2	u(s))ds	ORG
ssh-7883	75	3	3.3	CARDINAL
ssh-7883	75	4	4	CARDINAL
ssh-7883	75	5	1.2	CARDINAL
ssh-7883	75	6	4.1	CARDINAL
ssh-7883	76	1	4.1	CARDINAL
ssh-7883	76	2	4.1	CARDINAL
ssh-7883	76	3	u(t	ORG
ssh-7883	77	1	+ tα+β	GPE
ssh-7883	78	1	4.2	CARDINAL
ssh-7883	78	2	bcp social sciences & humanities	ORG
ssh-7883	78	3	2024	CARDINAL
ssh-7883	78	4	23	CARDINAL
ssh-7883	78	5	2024	CARDINAL
ssh-7883	78	6	λα+β	GPE
ssh-7883	78	7	λα+β ∈	ORG
ssh-7883	78	8	2	CARDINAL
ssh-7883	78	9	tα+β	NORP
ssh-7883	81	1	1i0 1	DATE
ssh-7883	82	1	1(ld0	ORDINAL
ssh-7883	82	2	+ f(t)](λ	DATE
ssh-7883	83	1	1r1 +	DATE
ssh-7883	86	1	1r1 +	DATE
ssh-7883	87	1	1r1	CARDINAL
ssh-7883	88	1	a)lf	ORG
ssh-7883	88	2	3.1	CARDINAL
ssh-7883	89	1	4.2	CARDINAL
ssh-7883	90	1	1.2	CARDINAL
ssh-7883	91	1	+ tα+β	GPE
ssh-7883	91	2	− s)f(s	PERSON
ssh-7883	91	3	u(s))ds	GPE
ssh-7883	92	1	4.3	CARDINAL
ssh-7883	92	2	4.2	CARDINAL
ssh-7883	92	3	1.2	CARDINAL
ssh-7883	93	1	4.1	CARDINAL
ssh-7883	93	2	1.2	CARDINAL
ssh-7883	93	3	u(t	ORG
ssh-7883	94	1	+ tα+β	GPE
ssh-7883	94	2	− s)f(s	PERSON
ssh-7883	94	3	u(s))ds	GPE
ssh-7883	94	4	4.4	CARDINAL
ssh-7883	94	5	two	CARDINAL
ssh-7883	96	1	5	CARDINAL
ssh-7883	96	2	5.1	CARDINAL
ssh-7883	98	1	0	CARDINAL
ssh-7883	98	2	0,π	CARDINAL
ssh-7883	99	1	φ ∈	ORG
ssh-7883	99	2	0	CARDINAL
ssh-7883	99	3	bcp social sciences & humanities	ORG
ssh-7883	99	4	2024	CARDINAL
ssh-7883	99	5	23	CARDINAL
ssh-7883	99	6	2024	CARDINAL
ssh-7883	99	7	6	CARDINAL
ssh-7883	100	1	0,π	CARDINAL
ssh-7883	101	1	first	ORDINAL
ssh-7883	102	1	0	CARDINAL
ssh-7883	102	2	⊂	GPE
ssh-7883	104	1	c22	ORG
ssh-7883	105	1	two	CARDINAL
ssh-7883	105	2	1	CARDINAL
ssh-7883	108	1	bcp social sciences & humanities	ORG
ssh-7883	108	2	2024	CARDINAL
ssh-7883	108	3	23	CARDINAL
ssh-7883	108	4	2024) 7	DATE
ssh-7883	109	1	0	CARDINAL
ssh-7883	109	2	|zt	PRODUCT
ssh-7883	112	1	sinθ	GPE
ssh-7883	112	2	0	CARDINAL
ssh-7883	112	3	c22	GPE
ssh-7883	112	4	2	CARDINAL
ssh-7883	116	1	2	CARDINAL
ssh-7883	116	2	2	CARDINAL
ssh-7883	116	3	2	CARDINAL
ssh-7883	117	1	c22	ORG
ssh-7883	117	2	∈	PRODUCT
ssh-7883	117	3	π sinθ bcp social sciences & humanities	ORG
ssh-7883	117	4	2024	CARDINAL
ssh-7883	117	5	23	CARDINAL
ssh-7883	117	6	2024	CARDINAL
ssh-7883	117	7	8	CARDINAL
ssh-7883	117	8	2	DATE
ssh-7883	119	1	∈	ORG
ssh-7883	119	2	bcp social sciences & humanities	ORG
ssh-7883	119	3	2024	CARDINAL
ssh-7883	119	4	23	CARDINAL
ssh-7883	119	5	2024	CARDINAL
ssh-7883	119	6	9	CARDINAL
ssh-7883	122	1	5.2	CARDINAL
ssh-7883	124	1	0	CARDINAL
ssh-7883	124	2	0,π	CARDINAL
ssh-7883	125	1	φ ∈	ORG
ssh-7883	125	2	0,π	CARDINAL
ssh-7883	125	3	fort	GPE
ssh-7883	125	4	0	CARDINAL
ssh-7883	126	1	6	CARDINAL
ssh-7883	126	2	1.1	CARDINAL
ssh-7883	126	3	1.2	CARDINAL
ssh-7883	127	1	|tα+β(t) //	ORG
ssh-7883	127	2	d(a	GPE
ssh-7883	127	3	bcp social sciences & humanities	ORG
ssh-7883	127	4	2024	CARDINAL
ssh-7883	127	5	23	CARDINAL
ssh-7883	127	6	2024) 10	DATE
ssh-7883	130	1	− f(t	PERSON
ssh-7883	132	1	∈	ORG
ssh-7883	132	2	f(s	GPE
ssh-7883	135	1	0	CARDINAL
ssh-7883	135	2	1	CARDINAL
ssh-7883	135	3	6.1	CARDINAL
ssh-7883	135	4	1.1	CARDINAL
ssh-7883	137	1	− s)f(s	PERSON
ssh-7883	137	2	u(s))ds	GPE
ssh-7883	138	1	firstly	ORDINAL
ssh-7883	138	2	g(u	PRODUCT
ssh-7883	139	1	//u //	ORG
ssh-7883	144	1	f(s	ORDINAL
ssh-7883	144	2	cb (j	ORG
ssh-7883	144	3	1.1	CARDINAL
ssh-7883	144	4	6.2	CARDINAL
ssh-7883	144	5	1.2	CARDINAL
ssh-7883	144	6	j. 7	ORG
ssh-7883	144	7	1	CARDINAL
ssh-7883	145	1	ω ⊂ r2	ORG
ssh-7883	146	1	1	CARDINAL
ssh-7883	147	1	2	CARDINAL
ssh-7883	147	2	∈	ORG
ssh-7883	147	3	∈ ω	ORG
ssh-7883	147	4	ω	ORDINAL
ssh-7883	147	5	1	CARDINAL
ssh-7883	147	6	1	CARDINAL
ssh-7883	147	7	1	CARDINAL
ssh-7883	147	8	2	CARDINAL
ssh-7883	147	9	⊆	CARDINAL
ssh-7883	148	1	−1	DATE
ssh-7883	148	2	3.1	CARDINAL
ssh-7883	148	3	3.3	CARDINAL
ssh-7883	149	1	bcp social sciences & humanities	ORG
ssh-7883	149	2	2024	CARDINAL
ssh-7883	149	3	23	CARDINAL
ssh-7883	149	4	2024	CARDINAL
ssh-7883	149	5	11	CARDINAL
ssh-7883	150	1	ω	CARDINAL
ssh-7883	150	2	1	CARDINAL
ssh-7883	152	1	3.3	CARDINAL
ssh-7883	152	2	0	CARDINAL
ssh-7883	153	1	1	CARDINAL
ssh-7883	155	1	springer science & business media	ORG
ssh-7883	155	2	2011	DATE
ssh-7883	156	1	2	CARDINAL
ssh-7883	158	1	2003:3413–3442, 2003	DATE
ssh-7883	159	1	3	CARDINAL
ssh-7883	159	2	marina	LOC
ssh-7883	161	1	235(5):1085–1097, 2011	DATE
ssh-7883	162	1	4	CARDINAL
ssh-7883	162	2	george m zaslavsky.	PERSON
ssh-7883	164	1	7(4):753–764, 1997	DATE
ssh-7883	165	1	5	CARDINAL
ssh-7883	165	2	stefan g samko	PERSON
ssh-7883	166	1	1993	DATE
ssh-7883	167	1	6	CARDINAL
ssh-7883	167	2	srivastava	PERSON
ssh-7883	169	1	1995	DATE
ssh-7883	170	1	7	CARDINAL
ssh-7883	170	2	hari m srivastava	PERSON
ssh-7883	170	3	juan j trujillo	PERSON
ssh-7883	170	4	204	CARDINAL
ssh-7883	171	1	2006	DATE
ssh-7883	172	1	8	CARDINAL
ssh-7883	172	2	jj nieto	PERSON
ssh-7883	174	1	72(2):580–586	ORG
ssh-7883	174	2	2010	DATE
ssh-7883	175	1	9	CARDINAL
ssh-7883	175	2	fei xu	PERSON
ssh-7883	176	1	1	CARDINAL
ssh-7883	176	2	2.	CARDINAL
ssh-7883	176	3	the korean mathematical society	ORG
ssh-7883	176	4	2014	DATE
ssh-7883	177	1	10	CARDINAL
ssh-7883	177	2	claudio cuevas	PERSON
ssh-7883	177	3	manuel pinto jim´enez	PERSON
ssh-7883	179	1	2001	DATE
ssh-7883	180	1	11	CARDINAL
ssh-7883	180	2	mophou	GPE
ssh-7883	180	3	gaston	GPE
ssh-7883	183	1	2009	DATE
ssh-7883	183	2	2009	DATE
ssh-7883	184	1	12	CARDINAL
ssh-7883	184	2	qianqian wang	PERSON
ssh-7883	185	1	1	CARDINAL
ssh-7883	185	2	2	CARDINAL
ssh-7883	185	3	64(6):2100–2110, 2012	DATE
ssh-7883	186	1	13	CARDINAL
ssh-7883	186	2	lulu ren	PERSON
ssh-7883	186	3	jinrong wang	PERSON
ssh-7883	188	1	21(5):1294–1312	CARDINAL
ssh-7883	188	2	2018	DATE
ssh-7883	189	1	14	CARDINAL
ssh-7883	189	2	lulu ren	PERSON
ssh-7883	189	3	jinrong wang	PERSON
ssh-7883	189	4	donal o ’	PERSON
ssh-7883	189	5	regan	GPE
ssh-7883	190	1	1	CARDINAL
ssh-7883	190	2	2	CARDINAL
ssh-7883	190	3	mathematica slovaca	PERSON
ssh-7883	190	4	69(3):599–610	CARDINAL
ssh-7883	190	5	2019	DATE
ssh-7883	191	1	15	CARDINAL
ssh-7883	191	2	gongqing zhang	PERSON
ssh-7883	191	3	yuanqu lin	PERSON
ssh-7883	194	1	peking university press	ORG
ssh-7883	194	2	2005	DATE
ssh-7883	195	1	16	CARDINAL
ssh-7883	195	2	amnon pazy	PERSON
ssh-7883	196	1	linear operators	ORG
ssh-7883	196	2	44	CARDINAL
ssh-7883	197	1	springer science & business media	ORG
ssh-7883	197	2	2012	DATE