id	sid	eid	entity	type
cana-6282	1	1	1074	CARDINAL
cana-6282	1	2	32	CARDINAL
cana-6282	2	1	2025	CARDINAL
cana-6282	2	2	3684	DATE
cana-6282	2	3	nordine bounader	PERSON
cana-6282	2	4	ahmed akkaoui department	PERSON
cana-6282	2	5	ibn tofail university	ORG
cana-6282	2	6	kénitra	GPE
cana-6282	2	7	morocco	GPE
cana-6282	3	1	revised:03/10/2025	PERSON
cana-6282	3	2	𝑓 ∶ 𝑆2 → 𝑋	ORG
cana-6282	3	3	involutive mappings 𝜎	ORG
cana-6282	7	1	𝐹 ∶ 𝑆4 → 𝑋.	ORG
cana-6282	7	2	algebraic structures	ORG
cana-6282	9	1	39b62, 39b82	DATE
cana-6282	9	2	41a60	DATE
cana-6282	9	3	46b06 1	DATE
cana-6282	9	4	one	CARDINAL
cana-6282	16	1	1940	DATE
cana-6282	16	2	s. m. ulam	PERSON
cana-6282	17	1	1074	CARDINAL
cana-6282	17	2	32	CARDINAL
cana-6282	18	1	2025	CARDINAL
cana-6282	18	2	3685	DATE
cana-6282	19	1	17	CARDINAL
cana-6282	20	1	0	CARDINAL
cana-6282	20	2	𝐺1	CARDINAL
cana-6282	20	3	𝐺2	CARDINAL
cana-6282	20	4	ℎ(𝑥	CARDINAL
cana-6282	20	5	ℎ(𝑦	PERSON
cana-6282	21	1	𝐺1	MONEY
cana-6282	21	2	𝐺1	CARDINAL
cana-6282	24	1	almost a year later	DATE
cana-6282	24	2	d. h. hayes	PERSON
cana-6282	24	3	𝐺1	CARDINAL
cana-6282	24	4	𝐺2	CARDINAL
cana-6282	25	1	1.1	CARDINAL
cana-6282	26	1	14	CARDINAL
cana-6282	26	2	𝐸1	DATE
cana-6282	26	3	two	CARDINAL
cana-6282	27	1	− 𝑓(𝑥	PERSON
cana-6282	32	1	d. g.	PERSON
cana-6282	32	2	8	CARDINAL
cana-6282	32	3	9	CARDINAL
cana-6282	33	1	4	CARDINAL
cana-6282	33	2	m. rassias	PERSON
cana-6282	34	1	16	CARDINAL
cana-6282	35	1	1.2	CARDINAL
cana-6282	37	1	two	CARDINAL
cana-6282	38	1	𝑋 → 𝑌	ORG
cana-6282	39	1	− 𝑓(𝑥	PERSON
cana-6282	39	2	∈	ORG
cana-6282	39	3	0	CARDINAL
cana-6282	40	1	2𝑝−1|	CARDINAL
cana-6282	40	2	∈	ORG
cana-6282	40	3	0	CARDINAL
cana-6282	41	1	g. l. forti	PERSON
cana-6282	42	1	12	CARDINAL
cana-6282	42	2	13	CARDINAL
cana-6282	43	1	1074	CARDINAL
cana-6282	43	2	32	CARDINAL
cana-6282	44	1	2025	CARDINAL
cana-6282	44	2	3686	CARDINAL
cana-6282	46	1	three	CARDINAL
cana-6282	47	1	1.3	CARDINAL
cana-6282	48	1	0	CARDINAL
cana-6282	48	2	0	CARDINAL
cana-6282	48	3	two	CARDINAL
cana-6282	49	1	1	CARDINAL
cana-6282	49	2	4	CARDINAL
cana-6282	49	3	𝐹1	CARDINAL
cana-6282	49	4	𝐹2	CARDINAL
cana-6282	49	5	𝑌 × 𝑌	ORG
cana-6282	49	6	1	CARDINAL
cana-6282	49	7	𝑓(𝑔2(𝑥	LOC
cana-6282	50	1	𝑓(𝑔4(𝑥	LANGUAGE
cana-6282	50	2	1.1	CARDINAL
cana-6282	50	3	𝑌.	PERSON
cana-6282	50	4	2	CARDINAL
cana-6282	50	5	𝑓(𝑔2(𝑥	LOC
cana-6282	50	6	𝑓(𝑔4(𝑥	LANGUAGE
cana-6282	50	7	1.2	CARDINAL
cana-6282	50	8	∈	ORG
cana-6282	50	9	1.1	CARDINAL
cana-6282	50	10	𝑑(𝑓(𝑥	PERSON
cana-6282	50	11	𝜓(𝑥	PERSON
cana-6282	50	12	1.3	CARDINAL
cana-6282	50	13	∈	ORG
cana-6282	50	14	1.1	CARDINAL
cana-6282	50	15	1.2	CARDINAL
cana-6282	50	16	𝜓(𝑥	PERSON
cana-6282	50	17	1.3	CARDINAL
cana-6282	50	18	0	CARDINAL
cana-6282	50	19	1.1	CARDINAL
cana-6282	50	20	3	CARDINAL
cana-6282	50	21	1.2	CARDINAL
cana-6282	50	22	1.1	CARDINAL
cana-6282	50	23	1.1	CARDINAL
cana-6282	50	24	4	CARDINAL
cana-6282	50	25	1.2	CARDINAL
cana-6282	50	26	1.1	CARDINAL
cana-6282	50	27	1.1	CARDINAL
cana-6282	55	1	first	ORDINAL
cana-6282	55	2	2001	DATE
cana-6282	55	3	15	CARDINAL
cana-6282	55	4	first	ORDINAL
cana-6282	55	5	1949	DATE
cana-6282	56	1	8	CARDINAL
cana-6282	57	1	𝑆,⋅	PERSON
cana-6282	58	1	2001	DATE
cana-6282	58	2	one	CARDINAL
cana-6282	58	3	maksa	ORG
cana-6282	58	4	zs	ORG
cana-6282	59	1	15	CARDINAL
cana-6282	60	1	1074	CARDINAL
cana-6282	60	2	32	CARDINAL
cana-6282	60	3	2025	CARDINAL
cana-6282	60	4	3687	CARDINAL
cana-6282	60	5	1 𝑛 ∑	QUANTITY
cana-6282	60	6	1.4	CARDINAL
cana-6282	61	1	𝜎(𝑥	PERSON
cana-6282	61	2	𝜎(𝑥	PERSON
cana-6282	61	3	𝜎(𝑦	WORK_OF_ART
cana-6282	61	4	2018	DATE
cana-6282	61	5	bae	ORG
cana-6282	62	1	⋅ 𝜎(𝑥2	GPE
cana-6282	62	2	⋅ 𝜏(𝑥4	ORG
cana-6282	63	1	1.5	CARDINAL
cana-6282	63	2	∈	ORG
cana-6282	63	3	𝜎(𝑥	PERSON
cana-6282	63	4	𝜏(𝑥	PERSON
cana-6282	64	1	−1	DATE
cana-6282	64	2	1.6	CARDINAL
cana-6282	65	1	1.6	CARDINAL
cana-6282	65	2	5	CARDINAL
cana-6282	65	3	6	CARDINAL
cana-6282	66	1	1.6	CARDINAL
cana-6282	66	2	𝜎(𝑥2	GPE
cana-6282	66	3	𝜎	ORG
cana-6282	66	4	𝑥1𝑥2	ORG
cana-6282	69	1	∀𝑋	GPE
cana-6282	69	2	𝑌 ∈ 𝒮	ORG
cana-6282	69	3	1.7	CARDINAL
cana-6282	70	1	1.7	CARDINAL
cana-6282	70	2	abelian	NORP
cana-6282	70	3	1	CARDINAL
cana-6282	70	4	2	CARDINAL
cana-6282	70	5	11	CARDINAL
cana-6282	71	1	⋅ 𝜎(𝑥2	GPE
cana-6282	71	2	⋅ 𝜏(𝑥4	ORG
cana-6282	72	1	𝑆2 → 𝑋	ORG
cana-6282	72	2	𝜎	ORG
cana-6282	72	3	15	CARDINAL
cana-6282	75	1	1074	CARDINAL
cana-6282	75	2	32	CARDINAL
cana-6282	76	1	2025	CARDINAL
cana-6282	76	2	3688	DATE
cana-6282	76	3	⋅ 𝜎(𝑥2	GPE
cana-6282	76	4	⋅ 𝜏(𝑥4	ORG
cana-6282	81	1	one	CARDINAL
cana-6282	86	1	2𝑓(𝜉	TIME
cana-6282	87	1	∈	ORG
cana-6282	87	2	cartesian	NORP
cana-6282	87	3	𝑆 × 𝑆	ORG
cana-6282	88	1	first	ORDINAL
cana-6282	88	2	𝜎	ORG
cana-6282	88	3	𝜏. second	DATE
cana-6282	91	1	2	CARDINAL
cana-6282	92	1	𝑆,⋅	PERSON
cana-6282	93	1	two	CARDINAL
cana-6282	94	1	15	CARDINAL
cana-6282	96	1	2.1	CARDINAL
cana-6282	97	1	𝑆2	PERSON
cana-6282	98	1	⋅ 𝜎(𝑥2	GPE
cana-6282	98	2	⋅ 𝜏(𝑥4	ORG
cana-6282	99	1	2.1	CARDINAL
cana-6282	99	2	1074	CARDINAL
cana-6282	99	3	32	CARDINAL
cana-6282	100	1	2025	CARDINAL
cana-6282	100	2	3689	DATE
cana-6282	101	1	⋅ 𝜎(𝑥2	GPE
cana-6282	102	1	2.2	CARDINAL
cana-6282	103	1	2.2	CARDINAL
cana-6282	103	2	2𝐷𝑓(𝑥1	DATE
cana-6282	104	1	⋅ 𝜎(𝑥2	GPE
cana-6282	104	2	⋅ 𝜎(𝑥2	GPE
cana-6282	104	3	⋅ 𝜏(𝑥4	ORG
cana-6282	105	1	4𝑓(𝑥2	CARDINAL
cana-6282	106	1	𝜎(𝑎	WORK_OF_ART
cana-6282	107	1	⋅ 𝜎(𝑥2	GPE
cana-6282	107	2	⋅ 𝜏(𝑥4	ORG
cana-6282	107	3	⋅ 𝜎(𝑥2	GPE
cana-6282	107	4	⋅ 𝜏(𝑥4	ORG
cana-6282	107	5	⋅ 𝜎(𝑥2	GPE
cana-6282	107	6	⋅ 𝜏(𝑥4	ORG
cana-6282	109	1	4𝑓(𝑥2	CARDINAL
cana-6282	109	2	𝜎(𝑎	WORK_OF_ART
cana-6282	109	3	⋅ 𝜎(𝑥2	GPE
cana-6282	109	4	⋅ 𝜏(𝑥4	ORG
cana-6282	109	5	⋅ 𝜎(𝑥2	GPE
cana-6282	109	6	⋅ 𝜏(𝑥4	ORG
cana-6282	111	1	⋅ 𝜎(𝑥2	GPE
cana-6282	111	2	⋅ 𝜏(𝑥4	ORG
cana-6282	112	1	𝜎(𝑎	WORK_OF_ART
cana-6282	113	1	⋅ 𝜎(𝑥2	GPE
cana-6282	113	2	⋅ 𝜏(𝑥4	ORG
cana-6282	113	3	⋅ 𝑏	GPE
cana-6282	113	4	−2𝑓(𝑥2	GPE
cana-6282	113	5	𝑥4𝜏(𝑏	ORG
cana-6282	114	1	𝜎(𝑎	WORK_OF_ART
cana-6282	114	2	𝑥4𝜏(𝑏	ORG
cana-6282	115	1	4(𝑥2	MONEY
cana-6282	116	1	4𝑓(𝑥2	CARDINAL
cana-6282	116	2	𝜎(𝑎	WORK_OF_ART
cana-6282	116	3	⋅ 𝜎(𝑥2	GPE
cana-6282	116	4	⋅ 𝜏(𝑥4	ORG
cana-6282	116	5	⋅ 𝜎(𝑥2	GPE
cana-6282	116	6	⋅ 𝜏(𝑥4	ORG
cana-6282	116	7	2.2	CARDINAL
cana-6282	117	1	1.5	CARDINAL
cana-6282	118	1	1.5	CARDINAL
cana-6282	118	2	2.2	CARDINAL
cana-6282	119	1	two	CARDINAL
cana-6282	119	2	lim	PERSON
cana-6282	119	3	inf휀(𝑥1	ORG
cana-6282	119	4	⋅ 𝑢𝑛	GPE
cana-6282	119	5	⋅ 𝑢𝑛	GPE
cana-6282	120	1	2.3	CARDINAL
cana-6282	120	2	lim	PERSON
cana-6282	120	3	inf휀(𝑥1	ORG
cana-6282	120	4	⋅ 𝜎(𝑢𝑛	ORG
cana-6282	121	1	0	CARDINAL
cana-6282	121	2	2.4	CARDINAL
cana-6282	121	3	⋅ 𝜎(𝑥2	GPE
cana-6282	121	4	⋅ 𝜏(𝑥4	ORG
cana-6282	123	1	2.5	CARDINAL
cana-6282	123	2	1.5	CARDINAL
cana-6282	124	1	2.1	CARDINAL
cana-6282	124	2	2.5	CARDINAL
cana-6282	124	3	2.6	CARDINAL
cana-6282	124	4	2.1	CARDINAL
cana-6282	124	5	1074	CARDINAL
cana-6282	124	6	32	CARDINAL
cana-6282	125	1	2025	CARDINAL
cana-6282	125	2	3690	CARDINAL
cana-6282	126	1	⋅ 𝜎(𝑥2	GPE
cana-6282	127	1	2.7	CARDINAL
cana-6282	127	2	2.3	CARDINAL
cana-6282	127	3	2.4	CARDINAL
cana-6282	128	1	2.5	CARDINAL
cana-6282	128	2	‖𝐷𝑓(𝑥1	DATE
cana-6282	128	3	⋅ 𝑢𝑛	GPE
cana-6282	128	4	⋅ 𝑢𝑛	GPE
cana-6282	128	5	⋅ 𝑢𝑛	GPE
cana-6282	128	6	2.8	CARDINAL
cana-6282	128	7	2.3	CARDINAL
cana-6282	128	8	lim	PERSON
cana-6282	128	9	⋅ 𝑢𝑛	GPE
cana-6282	128	10	⋅ 𝑢𝑛	GPE
cana-6282	128	11	2.9	CARDINAL
cana-6282	128	12	⋅ 𝜎(𝑢𝑛	ORG
cana-6282	128	13	2.5	CARDINAL
cana-6282	129	1	⋅ 𝜎(𝑢𝑛	ORG
cana-6282	129	2	⋅ 𝜎(𝑢𝑛	ORG
cana-6282	129	3	2.10	CARDINAL
cana-6282	129	4	2.4	CARDINAL
cana-6282	129	5	lim	PERSON
cana-6282	129	6	⋅ 𝜎(𝑢𝑛	ORG
cana-6282	130	1	2.11	CARDINAL
cana-6282	131	1	⋅ 𝑢𝑛	GPE
cana-6282	131	2	2.7	CARDINAL
cana-6282	131	3	2𝐷𝑓(𝑥1	CARDINAL
cana-6282	131	4	⋅ 𝑢𝑛	GPE
cana-6282	131	5	⋅ 𝑢𝑛	GPE
cana-6282	131	6	⋅ 𝜎(𝑥2	GPE
cana-6282	131	7	⋅ 𝑢𝑛	GPE
cana-6282	131	8	⋅ 𝜏(𝑥4	ORG
cana-6282	131	9	⋅ 𝑢𝑛	GPE
cana-6282	131	10	⋅ 𝑢𝑛	GPE
cana-6282	131	11	⋅ 𝑢𝑛	GPE
cana-6282	131	12	⋅ 𝜎(𝛼 ⋅ 𝑢𝑛	ORG
cana-6282	132	1	⋅ 𝑢𝑛	GPE
cana-6282	132	2	⋅ 𝑢𝑛	GPE
cana-6282	132	3	2.12	CARDINAL
cana-6282	132	4	2.9	CARDINAL
cana-6282	132	5	2.11	CARDINAL
cana-6282	132	6	2.12	CARDINAL
cana-6282	132	7	1.5	CARDINAL
cana-6282	132	8	1.5	CARDINAL
cana-6282	132	9	2.2	CARDINAL
cana-6282	133	1	2.3	CARDINAL
cana-6282	134	1	𝑆4	PERSON
cana-6282	134	2	ℝ+be	NORP
cana-6282	134	3	0 ≤	MONEY
cana-6282	135	1	1	CARDINAL
cana-6282	135	2	0 ≤	MONEY
cana-6282	135	3	1	CARDINAL
cana-6282	135	4	𝜎(𝛼	PERSON
cana-6282	135	5	2.13	CARDINAL
cana-6282	135	6	∈	ORG
cana-6282	135	7	2.5	CARDINAL
cana-6282	135	8	1.5	CARDINAL
cana-6282	137	1	⋅ 𝛼𝑛	GPE
cana-6282	137	2	2.14	CARDINAL
cana-6282	137	3	2.3	CARDINAL
cana-6282	137	4	2.4	CARDINAL
cana-6282	137	5	∈	ORG
cana-6282	137	6	1.5	CARDINAL
cana-6282	137	7	𝑆	ORG
cana-6282	137	8	2.2	CARDINAL
cana-6282	138	1	1074	CARDINAL
cana-6282	138	2	32	CARDINAL
cana-6282	139	1	2025	CARDINAL
cana-6282	139	2	3691	DATE
cana-6282	139	3	⋅ 𝜎(𝑥2	GPE
cana-6282	139	4	⋅ 𝜏(𝑥4	ORG
cana-6282	141	1	2.15	CARDINAL
cana-6282	141	2	2.4	DATE
cana-6282	142	1	2.2	CARDINAL
cana-6282	143	1	𝑆2 → 𝑋 and 𝐹: 𝑆4 → 𝑋	ORG
cana-6282	143	2	two	CARDINAL
cana-6282	143	3	⋅ 𝜎(𝑥2	GPE
cana-6282	143	4	⋅ 𝜏(𝑥4	ORG
cana-6282	145	1	2.16	CARDINAL
cana-6282	145	2	2.15	CARDINAL
cana-6282	145	3	𝑆2 → 𝑋	ORG
cana-6282	145	4	2.15	CARDINAL
cana-6282	147	1	⋅ 𝜎(𝑥2	GPE
cana-6282	147	2	⋅ 𝜏(𝑥4	ORG
cana-6282	148	1	⋅ 𝜎(𝑥2	GPE
cana-6282	148	2	⋅ 𝜏(𝑥4	ORG
cana-6282	150	1	⋅ 𝜎(𝑥2	GPE
cana-6282	150	2	⋅ 𝜏(𝑥4	ORG
cana-6282	151	1	+ 2𝑓0(𝑥2	DATE
cana-6282	151	2	𝑥4))‖	ORG
cana-6282	151	3	⋅ 𝜎(𝑥2	GPE
cana-6282	151	4	⋅ 𝜏(𝑥4	ORG
cana-6282	154	1	⋅ 𝜎(𝑥2	GPE
cana-6282	154	2	⋅ 𝜏(𝑥4	ORG
cana-6282	155	1	2𝑓0(𝑥1	CARDINAL
cana-6282	156	1	2𝑓0(𝑥2	CARDINAL
cana-6282	156	2	⋅ 𝜎(𝑥2	GPE
cana-6282	156	3	⋅ 𝜏(𝑥4	ORG
cana-6282	158	1	2.2	CARDINAL
cana-6282	158	2	1.5	CARDINAL
cana-6282	159	1	⋅ 𝜎(𝑥2	GPE
cana-6282	159	2	⋅ 𝜏(𝑥4	ORG
cana-6282	161	1	⋅ 𝜎(𝑥2	GPE
cana-6282	161	2	⋅ 𝜏(𝑥4	ORG
cana-6282	164	1	⋅ 𝜎(𝑥2	GPE
cana-6282	164	2	⋅ 𝜏(𝑥4	ORG
cana-6282	165	1	2𝑓0(𝑥1	CARDINAL
cana-6282	165	2	2𝑓0(𝑥2	CARDINAL
cana-6282	165	3	2.15	CARDINAL
cana-6282	166	1	cartesian	NORP
cana-6282	167	1	𝑆2	DATE
cana-6282	167	2	1074	CARDINAL
cana-6282	167	3	32	CARDINAL
cana-6282	168	1	2025	CARDINAL
cana-6282	168	2	3692	DATE
cana-6282	170	1	2.5	CARDINAL
cana-6282	172	1	𝑥1𝑥2	ORG
cana-6282	172	2	𝜎(𝑥2	GPE
cana-6282	172	3	𝜎	ORG
cana-6282	172	4	2𝑓(𝜉	TIME
cana-6282	172	5	2𝑓(휁)‖ ≤ 휀(𝜉	MONEY
cana-6282	172	6	2.2	CARDINAL
cana-6282	175	1	2𝑓(𝜉	TIME
cana-6282	176	1	∈ 𝒮	ORG
cana-6282	176	2	2.17	CARDINAL
cana-6282	178	1	𝑥1𝑥2	ORG
cana-6282	181	1	2𝑓(𝜉	TIME
cana-6282	184	1	2.2	CARDINAL
cana-6282	186	1	0 as 𝑛	MONEY
cana-6282	186	2	2.2	CARDINAL
cana-6282	188	1	2𝑓(𝜉	TIME
cana-6282	189	1	2.17	CARDINAL
cana-6282	189	2	two	CARDINAL
cana-6282	190	1	15	CARDINAL
cana-6282	191	1	1074	CARDINAL
cana-6282	191	2	32	CARDINAL
cana-6282	192	1	2025	CARDINAL
cana-6282	192	2	3693	DATE
cana-6282	194	1	2.5	CARDINAL
cana-6282	199	1	1	CARDINAL
cana-6282	199	2	d. zeglami	GPE
cana-6282	199	3	a. mouzoun	PERSON
cana-6282	202	1	28	CARDINAL
cana-6282	202	2	19	DATE
cana-6282	202	3	2022	CARDINAL
cana-6282	203	1	2	CARDINAL
cana-6282	203	2	b. fadli	PERSON
cana-6282	203	3	annales mathematicae	ORG
cana-6282	203	4	39	CARDINAL
cana-6282	203	5	2025	DATE
cana-6282	203	6	2	CARDINAL
cana-6282	203	7	209–222	CARDINAL
cana-6282	204	1	3	CARDINAL
cana-6282	204	2	m. almahalebi	PERSON
cana-6282	206	1	,90	ORG
cana-6282	206	2	2016	DATE
cana-6282	206	3	849	CARDINAL
cana-6282	207	1	4	CARDINAL
cana-6282	207	2	t. aoki	PERSON
cana-6282	207	3	j. math	ORG
cana-6282	209	1	japan	GPE
cana-6282	209	2	2	CARDINAL
cana-6282	209	3	1950	DATE
cana-6282	209	4	64	CARDINAL
cana-6282	210	1	5	CARDINAL
cana-6282	211	1	bae	ORG
cana-6282	213	1	326	CARDINAL
cana-6282	213	2	2	CARDINAL
cana-6282	213	3	2007	DATE
cana-6282	213	4	1142-1148	CARDINAL
cana-6282	214	1	6	CARDINAL
cana-6282	215	1	bae	ORG
cana-6282	217	1	2011	DATE
cana-6282	217	2	82	DATE
cana-6282	217	3	2011	DATE
cana-6282	218	1	bae	ORG
cana-6282	219	1	demonstratio mathematica	PERSON
cana-6282	219	2	51	DATE
cana-6282	219	3	1	CARDINAL
cana-6282	219	4	2018	DATE
cana-6282	219	5	304	CARDINAL
cana-6282	220	1	8	CARDINAL
cana-6282	220	2	d. g. bourgin	PERSON
cana-6282	221	1	j.	PERSON
cana-6282	221	2	16 (	PERCENT
cana-6282	221	3	1949	DATE
cana-6282	221	4	385	CARDINAL
cana-6282	222	1	9	CARDINAL
cana-6282	222	2	d. g.	PERSON
cana-6282	223	1	amer	PERSON
cana-6282	224	1	57	DATE
cana-6282	224	2	1951	DATE
cana-6282	224	3	223	CARDINAL
cana-6282	225	1	10	CARDINAL
cana-6282	225	2	k. ciepliński	PERSON
cana-6282	226	1	2013	DATE
cana-6282	226	2	2013	DATE
cana-6282	226	3	article id 401756	LAW
cana-6282	226	4	13	CARDINAL
cana-6282	227	1	11	CARDINAL
cana-6282	227	2	b. fadli	PERSON
cana-6282	227	3	d. zeglami	GPE
cana-6282	227	4	s. kabbaj	PERSON
cana-6282	227	5	37	CARDINAL
cana-6282	227	6	1	CARDINAL
cana-6282	227	7	2018	DATE
cana-6282	227	8	45–55	CARDINAL
cana-6282	228	1	12	CARDINAL
cana-6282	228	2	g. l. forti	PERSON
cana-6282	228	3	23-30	CARDINAL
cana-6282	229	1	1074	CARDINAL
cana-6282	229	2	32	CARDINAL
cana-6282	230	1	2025	CARDINAL
cana-6282	230	2	3694	DATE
cana-6282	231	1	13	CARDINAL
cana-6282	231	2	j. math	PERSON
cana-6282	233	1	184	CARDINAL
cana-6282	233	2	1994	DATE
cana-6282	233	3	431	CARDINAL
cana-6282	234	1	14	CARDINAL
cana-6282	234	2	d. h. hyers	PERSON
cana-6282	235	1	nat	PERSON
cana-6282	236	1	acad	ORG
cana-6282	237	1	sci. u. s. a. 27 (1941	ORG
cana-6282	237	2	222	CARDINAL
cana-6282	238	1	15	CARDINAL
cana-6282	238	2	zs	ORG
cana-6282	240	1	paedag	PERSON
cana-6282	241	1	nyíregyháziensis	PERSON
cana-6282	241	2	17	CARDINAL
cana-6282	241	3	107-112	CARDINAL
cana-6282	242	1	16	CARDINAL
cana-6282	242	2	m. rassias	PERSON
cana-6282	243	1	amer	PERSON
cana-6282	244	1	72	DATE
cana-6282	244	2	1978	DATE
cana-6282	244	3	297-300	CARDINAL
cana-6282	245	1	17	CARDINAL
cana-6282	245	2	s. m. ulam	PERSON
cana-6282	245	3	john wiley	PERSON