id	sid	eid	entity	type
ap-5897	1	1	acta polytechnica doi:10.14311	PERSON
ap-5897	1	2	60(3):214–224	CARDINAL
ap-5897	1	3	2020	DATE
ap-5897	1	4	czech technical university	ORG
ap-5897	1	5	prague	GPE
ap-5897	1	6	2020	DATE
ap-5897	1	7	https://ojs.cvut.cz/ojs/index.php/ap	ORG
ap-5897	1	8	cantor series expansion	ORG
ap-5897	1	9	jonathan caalima	PERSON
ap-5897	1	10	shiela demegilloa	PERSON
ap-5897	1	11	b,∗	ORG
ap-5897	1	12	the philippines diliman, institute of mathematics	ORG
ap-5897	1	13	garcia	PERSON
ap-5897	1	14	1101	DATE
ap-5897	1	15	quezon city	GPE
ap-5897	1	16	philippines	GPE
ap-5897	1	17	adamson university	ORG
ap-5897	2	1	san marcelino st.	GPE
ap-5897	2	2	1000	CARDINAL
ap-5897	2	3	manila	GPE
ap-5897	2	4	∗	CARDINAL
ap-5897	4	1	γ	GPE
ap-5897	6	1	γ	GPE
ap-5897	6	2	γ + 1	LOC
ap-5897	8	1	1	CARDINAL
ap-5897	9	1	1	CARDINAL
ap-5897	10	1	1	CARDINAL
ap-5897	12	1	0	CARDINAL
ap-5897	12	2	1	CARDINAL
ap-5897	12	3	0	CARDINAL
ap-5897	12	4	1	CARDINAL
ap-5897	13	1	0	CARDINAL
ap-5897	13	2	1	CARDINAL
ap-5897	14	1	0	CARDINAL
ap-5897	14	2	1	CARDINAL
ap-5897	14	3	d(β;x	ORG
ap-5897	15	1	di = bβt i−1(x)c	PERSON
ap-5897	15	2	0	CARDINAL
ap-5897	15	3	1	CARDINAL
ap-5897	17	1	β /∈	PRODUCT
ap-5897	18	1	0	CARDINAL
ap-5897	18	2	1	CARDINAL
ap-5897	20	1	1	CARDINAL
ap-5897	20	2	n. parry	PERSON
ap-5897	20	3	2	CARDINAL
ap-5897	20	4	0	CARDINAL
ap-5897	20	5	1	CARDINAL
ap-5897	21	1	parry	PERSON
ap-5897	21	2	1	CARDINAL
ap-5897	22	1	3	CARDINAL
ap-5897	23	1	0	CARDINAL
ap-5897	23	2	1	CARDINAL
ap-5897	24	1	0	CARDINAL
ap-5897	24	2	1	CARDINAL
ap-5897	25	1	1	CARDINAL
ap-5897	25	2	0 ≤ α	QUANTITY
ap-5897	27	1	lai	ORG
ap-5897	27	2	4	CARDINAL
ap-5897	27	3	first	ORDINAL
ap-5897	27	4	5	CARDINAL
ap-5897	28	1	ito	PERSON
ap-5897	28	2	6	CARDINAL
ap-5897	29	1	1	CARDINAL
ap-5897	29	2	∈	ORG
ap-5897	29	3	+ 1	DATE
ap-5897	30	1	1/(β	CARDINAL
ap-5897	35	1	t−β	NORP
ap-5897	35	2	b−βt i(x	ORG
ap-5897	36	1	6	CARDINAL
ap-5897	36	2	10	CARDINAL
ap-5897	37	1	7	CARDINAL
ap-5897	37	2	0	CARDINAL
ap-5897	37	3	1	CARDINAL
ap-5897	37	4	0	CARDINAL
ap-5897	37	5	1	CARDINAL
ap-5897	38	1	−βx+	PERSON
ap-5897	38	2	1	CARDINAL
ap-5897	39	1	ito	PERSON
ap-5897	40	1	8	CARDINAL
ap-5897	40	2	ito	PERSON
ap-5897	40	3	sadahiro	GPE
ap-5897	43	1	1	CARDINAL
ap-5897	43	2	−1	DATE
ap-5897	44	1	9	CARDINAL
ap-5897	44	2	10	CARDINAL
ap-5897	45	1	two	CARDINAL
ap-5897	45	2	11	CARDINAL
ap-5897	45	3	12	CARDINAL
ap-5897	48	1	0	CARDINAL
ap-5897	48	2	1	CARDINAL
ap-5897	49	1	0	CARDINAL
ap-5897	49	2	1	CARDINAL
ap-5897	49	3	1	CARDINAL
ap-5897	49	4	∈	ORG
ap-5897	49	5	four-fold	CARDINAL
ap-5897	51	1	−βy −	GPE
ap-5897	52	1	∈	ORG
ap-5897	53	1	0	CARDINAL
ap-5897	53	2	1	CARDINAL
ap-5897	54	1	f2	ORG
ap-5897	54	2	0	CARDINAL
ap-5897	54	3	1	CARDINAL
ap-5897	54	4	two	CARDINAL
ap-5897	54	5	section 2	LAW
ap-5897	55	1	13	CARDINAL
ap-5897	56	1	2	CARDINAL
ap-5897	56	2	214	CARDINAL
ap-5897	57	1	60	CARDINAL
ap-5897	58	1	3/2020	CARDINAL
ap-5897	58	2	0	CARDINAL
ap-5897	58	3	1	CARDINAL
ap-5897	60	1	1	CARDINAL
ap-5897	60	2	1	CARDINAL
ap-5897	60	3	1	CARDINAL
ap-5897	62	1	section 2	LAW
ap-5897	62	2	ito	GPE
ap-5897	65	1	9	CARDINAL
ap-5897	65	2	14	DATE
ap-5897	65	3	15	CARDINAL
ap-5897	67	1	section 2	LAW
ap-5897	68	1	section 3	LAW
ap-5897	68	2	two	CARDINAL
ap-5897	68	3	+ 1	DATE
ap-5897	68	4	1	CARDINAL
ap-5897	68	5	2	CARDINAL
ap-5897	68	6	6	CARDINAL
ap-5897	69	1	section 4	LAW
ap-5897	70	1	2	CARDINAL
ap-5897	70	2	γ ∈	ORG
ap-5897	71	1	∈	ORG
ap-5897	71	2	j ∈ n	WORK_OF_ART
ap-5897	71	3	γ	GPE
ap-5897	72	1	γ	GPE
ap-5897	73	1	f3(f2(f1(x	PERSON
ap-5897	77	1	+ 1)−	DATE
ap-5897	79	1	0	CARDINAL
ap-5897	79	2	1	CARDINAL
ap-5897	83	1	π∞m=1a(βm	PERSON
ap-5897	84	1	dm ∈	ORG
ap-5897	86	1	1	CARDINAL
ap-5897	86	2	1	CARDINAL
ap-5897	88	1	γ	GPE
ap-5897	88	2	2.1	CARDINAL
ap-5897	91	1	γ	GPE
ap-5897	92	1	i=1 ai(x	PERSON
ap-5897	94	1	aj = aj(x	PERSON
ap-5897	97	1	+ aj	PERSON
ap-5897	100	1	m→∞,∣∣∣∣∣x−	PRODUCT
ap-5897	100	2	max	PERSON
ap-5897	100	3	0	CARDINAL
ap-5897	104	1	d(b;x	ORG
ap-5897	106	1	1	CARDINAL
ap-5897	106	2	∈	ORG
ap-5897	106	3	r.	NORP
ap-5897	107	1	+ 1	DATE
ap-5897	111	1	x.	ORG
ap-5897	111	2	d(b;x	ORG
ap-5897	114	1	t j to γ + 1	GPE
ap-5897	114	2	2	CARDINAL
ap-5897	114	3	6	CARDINAL
ap-5897	120	1	γ	GPE
ap-5897	121	1	2.1	CARDINAL
ap-5897	121	2	i=1 ci b[i	PERSON
ap-5897	121	3	ci	PERSON
ap-5897	123	1	γ	GPE
ap-5897	124	1	c1	ORG
ap-5897	126	1	1	CARDINAL
ap-5897	126	2	∈	ORG
ap-5897	126	3	t j−1(γ + 1	DATE
ap-5897	126	4	+ 1	DATE
ap-5897	127	1	1 + √ 5)/2	QUANTITY
ap-5897	128	1	1	CARDINAL
ap-5897	128	2	215	CARDINAL
ap-5897	128	3	jonathan caalim	PERSON
ap-5897	128	4	shiela demegillo acta polytechnica	PERSON
ap-5897	128	5	γ a(α	ORG
ap-5897	128	6	+ 1	DATE
ap-5897	128	7	0	CARDINAL
ap-5897	129	1	0	CARDINAL
ap-5897	129	2	1	CARDINAL
ap-5897	129	3	0	CARDINAL
ap-5897	129	4	1,−1	CARDINAL
ap-5897	129	5	0	CARDINAL
ap-5897	129	6	1	CARDINAL
ap-5897	129	7	0	CARDINAL
ap-5897	129	8	1	CARDINAL
ap-5897	129	9	0,−3, 1,−3	DATE
ap-5897	129	10	1,−2	DATE
ap-5897	129	11	2,−2	CARDINAL
ap-5897	129	12	1	CARDINAL
ap-5897	129	13	2	CARDINAL
ap-5897	129	14	1	CARDINAL
ap-5897	129	15	2	CARDINAL
ap-5897	129	16	−7,−6	ORG
ap-5897	129	17	1,−6	CARDINAL
ap-5897	129	18	1,−7	DATE
ap-5897	129	19	2,−7	CARDINAL
ap-5897	129	20	1	CARDINAL
ap-5897	129	21	1	CARDINAL
ap-5897	130	1	γ	GPE
ap-5897	130	2	γ + 1	FAC
ap-5897	130	3	1 + √ 5)/2	QUANTITY
ap-5897	130	4	1	CARDINAL
ap-5897	131	1	t 2	DATE
ap-5897	132	1	1 + √ 5)/2	QUANTITY
ap-5897	132	2	0	CARDINAL
ap-5897	134	1	0	CARDINAL
ap-5897	134	2	1	CARDINAL
ap-5897	135	1	1	CARDINAL
ap-5897	137	1	0	CARDINAL
ap-5897	137	2	2	CARDINAL
ap-5897	137	3	1	CARDINAL
ap-5897	138	1	1	CARDINAL
ap-5897	139	1	2	CARDINAL
ap-5897	140	1	γ	GPE
ap-5897	141	1	v2 ⊂	GPE
ap-5897	144	1	1	CARDINAL
ap-5897	144	2	1	CARDINAL
ap-5897	145	1	1	CARDINAL
ap-5897	147	1	3/α−	QUANTITY
ap-5897	147	2	1] −αx+ 3	QUANTITY
ap-5897	147	3	1	CARDINAL
ap-5897	147	4	1	CARDINAL
ap-5897	148	1	3	CARDINAL
ap-5897	148	2	4	CARDINAL
ap-5897	149	1	4	CARDINAL
ap-5897	149	2	2α	CARDINAL
ap-5897	149	3	3	CARDINAL
ap-5897	149	4	1	CARDINAL
ap-5897	149	5	1),m	CARDINAL
ap-5897	149	6	1	CARDINAL
ap-5897	149	7	2α−2	CARDINAL
ap-5897	149	8	3−α	DATE
ap-5897	149	9	3− α	DATE
ap-5897	149	10	1	CARDINAL
ap-5897	149	11	1	CARDINAL
ap-5897	150	1	3	CARDINAL
ap-5897	150	2	γ+ 1	CARDINAL
ap-5897	151	1	γ+ 1	CARDINAL
ap-5897	151	2	2	CARDINAL
ap-5897	151	3	6	CARDINAL
ap-5897	151	4	6	CARDINAL
ap-5897	154	1	1	CARDINAL
ap-5897	155	1	d∗(b	PRODUCT
ap-5897	155	2	+ 1	DATE
ap-5897	155	3	c∗2	GPE
ap-5897	157	1	n ∈ n	ORG
ap-5897	157	2	d(b;x	ORG
ap-5897	159	1	∈	ORG
ap-5897	159	2	2	CARDINAL
ap-5897	159	3	2−b ≤	MONEY
ap-5897	161	1	0	CARDINAL
ap-5897	162	1	+ 1	DATE
ap-5897	162	2	1	CARDINAL
ap-5897	163	1	0	CARDINAL
ap-5897	164	1	1	CARDINAL
ap-5897	165	1	1 ≤	QUANTITY
ap-5897	166	1	1	CARDINAL
ap-5897	168	1	1−	CARDINAL
ap-5897	168	2	1−	ORDINAL
ap-5897	168	3	− ε−	PERSON
ap-5897	168	4	2	CARDINAL
ap-5897	168	5	1−	CARDINAL
ap-5897	168	6	− b−	GPE
ap-5897	168	7	t 3	DATE
ap-5897	168	8	t 4	DATE
ap-5897	169	1	1	CARDINAL
ap-5897	169	2	+ 1	DATE
ap-5897	170	1	+ 1	DATE
ap-5897	171	1	216	CARDINAL
ap-5897	171	2	60	CARDINAL
ap-5897	172	1	3/2020	CARDINAL
ap-5897	172	2	0	CARDINAL
ap-5897	172	3	1	CARDINAL
ap-5897	172	4	1 α2	CARDINAL
ap-5897	173	1	1	CARDINAL
ap-5897	173	2	1	CARDINAL
ap-5897	173	3	0 1 α2 1	CARDINAL
ap-5897	173	4	0 1 1 −1	QUANTITY
ap-5897	173	5	0	CARDINAL
ap-5897	173	6	2	CARDINAL
ap-5897	175	1	0	CARDINAL
ap-5897	175	2	1	CARDINAL
ap-5897	175	3	0	CARDINAL
ap-5897	175	4	1	CARDINAL
ap-5897	175	5	1 + √ 5)/2	QUANTITY
ap-5897	175	6	j k	PERSON
ap-5897	177	1	3	CARDINAL
ap-5897	179	1	1 +	QUANTITY
ap-5897	180	1	2	CARDINAL
ap-5897	183	1	1−	CARDINAL
ap-5897	183	2	1−	ORDINAL
ap-5897	183	3	− ε−	PERSON
ap-5897	183	4	1	CARDINAL
ap-5897	183	5	1−	CARDINAL
ap-5897	184	1	1− ε	PRODUCT
ap-5897	184	2	1−	CARDINAL
ap-5897	184	3	t 4	DATE
ap-5897	185	1	1	CARDINAL
ap-5897	185	2	+ 1	DATE
ap-5897	186	1	+ 1	DATE
ap-5897	186	2	0	CARDINAL
ap-5897	188	1	0	CARDINAL
ap-5897	188	2	∈	ORG
ap-5897	188	3	α(γ + 1	DATE
ap-5897	193	1	− γ /∈ z	PERSON
ap-5897	193	2	γ ∈	ORG
ap-5897	194	1	d(α	ORG
ap-5897	194	2	+ 1	DATE
ap-5897	194	3	c1	ORG
ap-5897	195	1	d∗(α	ORG
ap-5897	195	2	+ 1	DATE
ap-5897	195	3	c∗2	GPE
ap-5897	196	1	0	CARDINAL
ap-5897	196	2	+ 1)−	DATE
ap-5897	196	3	γ +	GPE
ap-5897	197	1	fn(β)−γ	GPE
ap-5897	197	2	1−	CARDINAL
ap-5897	197	3	1	CARDINAL
ap-5897	198	1	bfn(β)−	GPE
ap-5897	198	2	γ −	GPE
ap-5897	200	1	d(α	ORG
ap-5897	200	2	+ 1	DATE
ap-5897	200	3	+ 1	DATE
ap-5897	201	1	+ 1	DATE
ap-5897	201	2	d∗(b	PRODUCT
ap-5897	201	3	+ 1	DATE
ap-5897	202	1	+ 1	DATE
ap-5897	202	2	d∗(b	PRODUCT
ap-5897	202	3	+ 1	DATE
ap-5897	203	1	sgn	ORG
ap-5897	204	1	n ∈ n	ORG
ap-5897	204	2	0	CARDINAL
ap-5897	205	1	γ ∈	ORG
ap-5897	206	1	3.1	CARDINAL
ap-5897	207	1	γ ∈ cb	ORG
ap-5897	207	2	+ 1	DATE
ap-5897	207	3	d∗(b	PRODUCT
ap-5897	207	4	+ 1	DATE
ap-5897	209	1	0	CARDINAL
ap-5897	214	1	0	CARDINAL
ap-5897	217	1	γ ∈ cb	ORG
ap-5897	219	1	+ 1)−b[n+ 1]ε	DATE
ap-5897	220	1	+ 1	DATE
ap-5897	220	2	d∗(b	PRODUCT
ap-5897	220	3	+ 1	DATE
ap-5897	221	1	3.2	CARDINAL
ap-5897	222	1	γ+ 1	CARDINAL
ap-5897	222	2	d∗(b	PRODUCT
ap-5897	222	3	γ+ 1	CARDINAL
ap-5897	222	4	γ ∈	ORG
ap-5897	224	1	+ 1	DATE
ap-5897	224	2	c1	ORG
ap-5897	225	1	d∗(b	PRODUCT
ap-5897	225	2	+ 1	DATE
ap-5897	225	3	c∗2	GPE
ap-5897	226	1	n ∈ n	ORG
ap-5897	226	2	0	CARDINAL
ap-5897	226	3	+ 1−	TIME
ap-5897	228	1	217	CARDINAL
ap-5897	228	2	jonathan caalim	PERSON
ap-5897	228	3	shiela demegillo acta polytechnica	PERSON
ap-5897	229	1	0	CARDINAL
ap-5897	232	1	+ 1)−b[n+ 1]ε	DATE
ap-5897	233	1	0	CARDINAL
ap-5897	235	1	z.	PERSON
ap-5897	236	1	γ ∈ cb .	ORG
ap-5897	237	1	3.1	CARDINAL
ap-5897	238	1	3.2	CARDINAL
ap-5897	238	2	3.3	CARDINAL
ap-5897	239	1	γ ∈ cb	ORG
ap-5897	239	2	+ 1	DATE
ap-5897	239	3	d∗(b	PRODUCT
ap-5897	239	4	+ 1	DATE
ap-5897	240	1	3.3	CARDINAL
ap-5897	240	2	2	CARDINAL
ap-5897	240	3	3	CARDINAL
ap-5897	240	4	3.3.1	CARDINAL
ap-5897	240	5	3.3	CARDINAL
ap-5897	240	6	6	CARDINAL
ap-5897	240	7	6	CARDINAL
ap-5897	240	8	3.3.2	CARDINAL
ap-5897	241	1	3.3.1	CARDINAL
ap-5897	242	1	1	CARDINAL
ap-5897	242	2	∈	ORG
ap-5897	242	3	r.	NORP
ap-5897	243	1	0	CARDINAL
ap-5897	243	2	1	CARDINAL
ap-5897	243	3	0	CARDINAL
ap-5897	243	4	1	CARDINAL
ap-5897	244	1	1	CARDINAL
ap-5897	245	1	1	CARDINAL
ap-5897	245	2	d∗(b	PRODUCT
ap-5897	245	3	1	CARDINAL
ap-5897	245	4	2	CARDINAL
ap-5897	246	1	0	CARDINAL
ap-5897	246	2	3	CARDINAL
ap-5897	247	1	1	CARDINAL
ap-5897	247	2	3.3.2	CARDINAL
ap-5897	248	1	1	CARDINAL
ap-5897	248	2	∈	ORG
ap-5897	248	3	r.	NORP
ap-5897	248	4	t−β	NORP
ap-5897	249	1	1	CARDINAL
ap-5897	250	1	d∗(b	PRODUCT
ap-5897	250	2	2	CARDINAL
ap-5897	252	1	0	CARDINAL
ap-5897	252	2	3	CARDINAL
ap-5897	254	1	d∗(b	PRODUCT
ap-5897	254	2	γ /∈ cb	ORG
ap-5897	255	1	k(γ	ORG
ap-5897	256	1	γ ∈ z	ORG
ap-5897	256	2	+ 1	DATE
ap-5897	257	1	0	CARDINAL
ap-5897	260	1	+ 1	DATE
ap-5897	260	2	c1	ORG
ap-5897	261	1	+ 1	DATE
ap-5897	261	2	c1	ORG
ap-5897	264	1	3.1	CARDINAL
ap-5897	266	1	k(γ	ORG
ap-5897	266	2	k(γ	ORG
ap-5897	267	1	+ 1−	TIME
ap-5897	268	1	d∗(b	PRODUCT
ap-5897	268	2	c1	ORG
ap-5897	270	1	ck+1−1)◦d∗(σk+1(b	GPE
ap-5897	271	1	d∗(b	PRODUCT
ap-5897	271	2	+ 1	DATE
ap-5897	271	3	+ 1	DATE
ap-5897	271	4	two	CARDINAL
ap-5897	271	5	0	CARDINAL
ap-5897	271	6	0	CARDINAL
ap-5897	275	1	d(α	ORG
ap-5897	275	2	+ 1	DATE
ap-5897	275	3	c1	ORG
ap-5897	276	1	d∗(α	ORG
ap-5897	276	2	c1	ORG
ap-5897	278	1	ck+1−1)◦d∗(α	ORG
ap-5897	279	1	d∗(α	ORG
ap-5897	279	2	+ 1	DATE
ap-5897	279	3	c1	ORG
ap-5897	280	1	1	CARDINAL
ap-5897	282	1	d(α	ORG
ap-5897	282	2	+ 1	DATE
ap-5897	282	3	c1	ORG
ap-5897	283	1	d(β	NORP
ap-5897	283	2	d∗(α	ORG
ap-5897	283	3	c1	ORG
ap-5897	285	1	ck+1−1)◦	GPE
ap-5897	285	2	d∗(β	PRODUCT
ap-5897	287	1	0	CARDINAL
ap-5897	289	1	+ 1	DATE
ap-5897	289	2	d(β	NORP
ap-5897	289	3	+ 1	DATE
ap-5897	289	4	d∗(α	ORG
ap-5897	289	5	+ 1	DATE
ap-5897	289	6	c1	ORG
ap-5897	290	1	ck+1− 1	ORG
ap-5897	290	2	d(β	NORP
ap-5897	290	3	+ 1	DATE
ap-5897	291	1	d(β	NORP
ap-5897	291	2	+ 1	DATE
ap-5897	292	1	+ 1	DATE
ap-5897	294	1	qm+1	DATE
ap-5897	295	1	1	CARDINAL
ap-5897	296	1	d∗(α	ORG
ap-5897	296	2	+ 1	DATE
ap-5897	296	3	c1	ORG
ap-5897	297	1	1	CARDINAL
ap-5897	299	1	qm+1	DATE
ap-5897	300	1	1	CARDINAL
ap-5897	303	1	d∗(α	ORG
ap-5897	304	1	218	CARDINAL
ap-5897	305	1	60	CARDINAL
ap-5897	306	1	3/2020	CARDINAL
ap-5897	306	2	d∗(α	ORG
ap-5897	306	3	+ 1	DATE
ap-5897	306	4	c1	ORG
ap-5897	307	1	1	CARDINAL
ap-5897	309	1	qm+1	DATE
ap-5897	310	1	1	CARDINAL
ap-5897	310	2	d∗(α	ORG
ap-5897	310	3	+ 1	DATE
ap-5897	310	4	c1	ORG
ap-5897	311	1	1	CARDINAL
ap-5897	313	1	qm+1	DATE
ap-5897	314	1	1	CARDINAL
ap-5897	316	1	3.4	CARDINAL
ap-5897	317	1	∈	ORG
ap-5897	318	1	1	CARDINAL
ap-5897	319	1	+ 1	DATE
ap-5897	319	2	c1	ORG
ap-5897	320	1	d(β	NORP
ap-5897	320	2	+ 1	DATE
ap-5897	321	1	d∗(α	NORP
ap-5897	321	2	+ 1	DATE
ap-5897	321	3	one	CARDINAL
ap-5897	321	4	1	CARDINAL
ap-5897	322	1	c1	ORG
ap-5897	325	1	1	CARDINAL
ap-5897	325	2	2	CARDINAL
ap-5897	326	1	c1	ORG
ap-5897	327	1	1	CARDINAL
ap-5897	328	1	3	CARDINAL
ap-5897	329	1	c1	ORG
ap-5897	330	1	1	CARDINAL
ap-5897	332	1	4.	PERCENT
ap-5897	333	1	c1	ORG
ap-5897	334	1	1	CARDINAL
ap-5897	336	1	1	CARDINAL
ap-5897	336	2	5	CARDINAL
ap-5897	337	1	c1	ORG
ap-5897	340	1	3.4	CARDINAL
ap-5897	341	1	1	CARDINAL
ap-5897	343	1	1	CARDINAL
ap-5897	343	2	β = s. d(α	ORG
ap-5897	343	3	+ 1	DATE
ap-5897	343	4	− sbr/sc	ORG
ap-5897	343	5	d∗(α	ORG
ap-5897	343	6	+ 1	DATE
ap-5897	343	7	− sbr/sc	ORG
ap-5897	343	8	1	CARDINAL
ap-5897	343	9	2	CARDINAL
ap-5897	343	10	q. d(α	PERSON
ap-5897	343	11	+ 1	DATE
ap-5897	344	1	d(β	NORP
ap-5897	344	2	+ 1	DATE
ap-5897	345	1	+ 1	DATE
ap-5897	346	1	d∗(α	ORG
ap-5897	346	2	+ 1	DATE
ap-5897	346	3	1	CARDINAL
ap-5897	347	1	3	CARDINAL
ap-5897	347	2	1 + √ 5)/2	QUANTITY
ap-5897	348	1	d(α	ORG
ap-5897	348	2	+ 1	DATE
ap-5897	348	3	1	CARDINAL
ap-5897	348	4	1	DATE
ap-5897	348	5	1	CARDINAL
ap-5897	348	6	d(β	NORP
ap-5897	348	7	+ 1	DATE
ap-5897	348	8	2	CARDINAL
ap-5897	348	9	1	DATE
ap-5897	348	10	d∗(α	ORG
ap-5897	348	11	+ 1	DATE
ap-5897	348	12	1	CARDINAL
ap-5897	348	13	1	DATE
ap-5897	348	14	0	CARDINAL
ap-5897	348	15	2	DATE
ap-5897	348	16	0	DATE
ap-5897	348	17	4.	PERCENT
ap-5897	349	1	+ 1	DATE
ap-5897	349	2	1	CARDINAL
ap-5897	349	3	0	CARDINAL
ap-5897	350	1	d(α	ORG
ap-5897	350	2	+ 1	DATE
ap-5897	350	3	1	CARDINAL
ap-5897	350	4	0	DATE
ap-5897	350	5	1	CARDINAL
ap-5897	350	6	d(β	NORP
ap-5897	350	7	+ 1	DATE
ap-5897	350	8	2	CARDINAL
ap-5897	350	9	0	DATE
ap-5897	350	10	1	CARDINAL
ap-5897	350	11	d∗(α	ORG
ap-5897	350	12	+ 1	DATE
ap-5897	350	13	1	CARDINAL
ap-5897	350	14	0	DATE
ap-5897	350	15	0	CARDINAL
ap-5897	350	16	2	DATE
ap-5897	350	17	0	DATE
ap-5897	350	18	0	DATE
ap-5897	350	19	5	CARDINAL
ap-5897	350	20	d(α	ORG
ap-5897	350	21	+ 1	DATE
ap-5897	350	22	+ 1	DATE
ap-5897	352	1	1	CARDINAL
ap-5897	352	2	∈	ORG
ap-5897	352	3	0	CARDINAL
ap-5897	352	4	γ ∈	ORG
ap-5897	354	1	0	CARDINAL
ap-5897	357	1	0	CARDINAL
ap-5897	358	1	1	CARDINAL
ap-5897	359	1	0	CARDINAL
ap-5897	361	1	0	CARDINAL
ap-5897	361	2	d∗(b	PRODUCT
ap-5897	361	3	1	CARDINAL
ap-5897	362	1	1	CARDINAL
ap-5897	363	1	d∗(b	PRODUCT
ap-5897	363	2	1	CARDINAL
ap-5897	363	3	1	CARDINAL
ap-5897	363	4	1	CARDINAL
ap-5897	364	1	− 1	EVENT
ap-5897	364	2	1	CARDINAL
ap-5897	367	1	2n	CARDINAL
ap-5897	368	1	1	CARDINAL
ap-5897	368	2	γ ∈	ORG
ap-5897	371	1	k ∈ n	PERSON
ap-5897	371	2	2k	CARDINAL
ap-5897	371	3	1	CARDINAL
ap-5897	374	1	2k	CARDINAL
ap-5897	374	2	1	CARDINAL
ap-5897	377	1	0	CARDINAL
ap-5897	377	2	ci = ai−1	PERSON
ap-5897	377	3	2	CARDINAL
ap-5897	379	1	2k	CARDINAL
ap-5897	380	1	a2k−1	ORG
ap-5897	380	2	d∗(b	PRODUCT
ap-5897	382	1	1	CARDINAL
ap-5897	382	2	d∗(b	PRODUCT
ap-5897	388	1	1	CARDINAL
ap-5897	389	1	d∗(b	PRODUCT
ap-5897	394	1	4	CARDINAL
ap-5897	396	1	γ	GPE
ap-5897	397	1	i=1 di b[i	PERSON
ap-5897	400	1	i=1 di	PERSON
ap-5897	403	1	i=1 di	PERSON
ap-5897	405	1	γ	GPE
ap-5897	406	1	2	CARDINAL
ap-5897	408	1	γ	GPE
ap-5897	408	2	d(b;x	ORG
ap-5897	410	1	219	CARDINAL
ap-5897	410	2	jonathan caalim	PERSON
ap-5897	410	3	shiela demegillo acta polytechnica	PERSON
ap-5897	412	1	0	CARDINAL
ap-5897	412	2	1	CARDINAL
ap-5897	413	1	0	CARDINAL
ap-5897	413	2	1	CARDINAL
ap-5897	413	3	1	CARDINAL
ap-5897	413	4	∈	ORG
ap-5897	415	1	−βy −	GPE
ap-5897	416	1	0	CARDINAL
ap-5897	416	2	1	CARDINAL
ap-5897	418	1	2n−1	CARDINAL
ap-5897	418	2	2n−1	CARDINAL
ap-5897	418	3	t 2n(x	DATE
ap-5897	418	4	2n	CARDINAL
ap-5897	423	1	4.1	CARDINAL
ap-5897	424	1	1	CARDINAL
ap-5897	427	1	∈	ORG
ap-5897	430	1	first	ORDINAL
ap-5897	431	1	4.2	CARDINAL
ap-5897	432	1	γ	GPE
ap-5897	432	2	d(b;x	ORG
ap-5897	433	1	n ∈ n	ORG
ap-5897	437	1	γ	GPE
ap-5897	438	1	k(x	PERSON
ap-5897	438	2	b[k]x−	ORG
ap-5897	438	3	i=1 aib[k]/b[i	PERSON
ap-5897	439	1	k(x)−	ORG
ap-5897	439	2	+ 1]x−	DATE
ap-5897	439	3	i=1	GPE
ap-5897	439	4	aib[k	GPE
ap-5897	440	1	+ 1]x−	DATE
ap-5897	446	1	dk+2	PERSON
ap-5897	447	1	σk(b	PERSON
ap-5897	448	1	0	CARDINAL
ap-5897	449	1	4.3	CARDINAL
ap-5897	451	1	γ	GPE
ap-5897	452	1	dk+2	PERSON
ap-5897	453	1	σk(b	PERSON
ap-5897	454	1	γ	GPE
ap-5897	454	2	0	CARDINAL
ap-5897	454	3	d(b;x	NORP
ap-5897	457	1	n ∈ n	ORG
ap-5897	457	2	βnt	CARDINAL
ap-5897	462	1	γ	GPE
ap-5897	464	1	γ	GPE
ap-5897	466	1	k ∈ n.	PERSON
ap-5897	466	2	k(x)−	ORG
ap-5897	467	1	dk+2	PERSON
ap-5897	470	1	dk+2	PERSON
ap-5897	472	1	γ	GPE
ap-5897	474	1	dk+2	PERSON
ap-5897	477	1	γ	GPE
ap-5897	477	2	d(b;x	ORG
ap-5897	481	1	4.2	CARDINAL
ap-5897	482	1	∑ i≥n+1	PERSON
ap-5897	482	2	an+i b[n+ i	WORK_OF_ART
ap-5897	482	3	an+i b[n+ 1	WORK_OF_ART
ap-5897	485	1	σk(an+1	PRODUCT
ap-5897	488	1	γ	GPE
ap-5897	489	1	4.3	CARDINAL
ap-5897	490	1	2.1	CARDINAL
ap-5897	490	2	4.2	CARDINAL
ap-5897	490	3	+ 1	DATE
ap-5897	490	4	4.3	CARDINAL
ap-5897	491	1	σk(d1	DATE
ap-5897	492	1	σk(b	PERSON
ap-5897	493	1	4.4	CARDINAL
ap-5897	498	1	σk(b	PERSON
ap-5897	499	1	γ	GPE
ap-5897	499	2	0	CARDINAL
ap-5897	503	1	220	CARDINAL
ap-5897	504	1	60	CARDINAL
ap-5897	505	1	3/2020	CARDINAL
ap-5897	505	2	3	CARDINAL
ap-5897	509	1	≺b	PERSON
ap-5897	510	1	k ∈ n	PERSON
ap-5897	510	2	1	CARDINAL
ap-5897	510	3	2	DATE
ap-5897	514	1	6=	CARDINAL
ap-5897	514	2	1	CARDINAL
ap-5897	516	1	≺b	PERSON
ap-5897	522	1	2	CARDINAL
ap-5897	522	2	6	CARDINAL
ap-5897	523	1	γ	GPE
ap-5897	524	1	4.5	CARDINAL
ap-5897	526	1	γ	GPE
ap-5897	532	1	k ∈ n	PERSON
ap-5897	532	2	d(b;x	ORG
ap-5897	536	1	yk+i − xk+i	PERSON
ap-5897	538	1	1	CARDINAL
ap-5897	538	2	yk+i − xk+i	PERSON
ap-5897	538	3	+ 1	DATE
ap-5897	540	1	k(y)− t k(x	ORG
ap-5897	542	1	k(y)−	ORG
ap-5897	544	1	0	CARDINAL
ap-5897	547	1	k(y)− t k(x	ORG
ap-5897	550	1	1	CARDINAL
ap-5897	550	2	0	CARDINAL
ap-5897	551	1	+ 1	DATE
ap-5897	551	2	0	CARDINAL
ap-5897	553	1	1	CARDINAL
ap-5897	555	1	yk−xk ≤ 0	ORG
ap-5897	557	1	− xk	PERSON
ap-5897	557	2	1	CARDINAL
ap-5897	557	3	4.5	CARDINAL
ap-5897	558	1	4.5.1	CARDINAL
ap-5897	561	1	2.1	CARDINAL
ap-5897	561	2	4.3	CARDINAL
ap-5897	561	3	d∗(b	PRODUCT
ap-5897	561	4	+ 1	DATE
ap-5897	561	5	+ 1	DATE
ap-5897	561	6	4.6	CARDINAL
ap-5897	562	1	d∗(b	PRODUCT
ap-5897	562	2	c∗2	GPE
ap-5897	563	1	c∗2	GPE
ap-5897	564	1	∗	CARDINAL
ap-5897	565	1	σk(b	PERSON
ap-5897	566	1	γ	GPE
ap-5897	567	1	d∗(b	PRODUCT
ap-5897	567	2	+ 1	DATE
ap-5897	567	3	c∗2	GPE
ap-5897	568	1	0	CARDINAL
ap-5897	568	2	∈	PRODUCT
ap-5897	570	1	c∗n	GPE
ap-5897	570	2	yn,1	DATE
ap-5897	570	3	yn,2	ORG
ap-5897	574	1	1	CARDINAL
ap-5897	575	1	γ	GPE
ap-5897	577	1	lim	ORG
ap-5897	577	2	n→∞	DATE
ap-5897	578	1	n→∞	DATE
ap-5897	579	1		GPE
ap-5897	579	2	i=1 c∗i b[i	PERSON
ap-5897	582	1	k ∈ n	PERSON
ap-5897	583	1	c∗2	GPE
ap-5897	586	1	k(yk+j	PERSON
ap-5897	589	1	∗ k+j	PERSON
ap-5897	591	1	∗ k+j	PERSON
ap-5897	592	1	σk(b	PERSON
ap-5897	593	1	γ	GPE
ap-5897	594	1	j∑ i=1 c∗k+i	PERSON
ap-5897	594	2	yk+j	ORG
ap-5897	595	1	+ 1	DATE
ap-5897	595	2	{wj	PERSON
ap-5897	595	3	∗	CARDINAL
ap-5897	596	1	σk(b	PERSON
ap-5897	597	1	γ ≤	FAC
ap-5897	597	2	∗	CARDINAL
ap-5897	598	1	+ 1	DATE
ap-5897	598	2	4.7	CARDINAL
ap-5897	599	1	γ	GPE
ap-5897	599	2	+ 1	DATE
ap-5897	600	1	221	CARDINAL
ap-5897	600	2	jonathan caalim	PERSON
ap-5897	600	3	shiela demegillo acta polytechnica proof	PERSON
ap-5897	601	1	d∗(b	PRODUCT
ap-5897	601	2	+ 1	DATE
ap-5897	601	3	c∗2	GPE
ap-5897	602	1	zero	CARDINAL
ap-5897	602	2	yn ∈	ORG
ap-5897	605	1	c∗n	GPE
ap-5897	605	2	yn,1	DATE
ap-5897	605	3	yn,2	ORG
ap-5897	606	1	6= yn,1	DATE
ap-5897	607	1	d∗(b	PRODUCT
ap-5897	607	2	+ 1	DATE
ap-5897	608	1	d∗(b	PRODUCT
ap-5897	608	2	+ 1	DATE
ap-5897	609	1	yn+m ∈	ORG
ap-5897	609	2	yn	ORG
ap-5897	609	3	1	CARDINAL
ap-5897	612	1	d∗(b	PRODUCT
ap-5897	612	2	1	CARDINAL
ap-5897	612	3	1	CARDINAL
ap-5897	613	1	4.5	CARDINAL
ap-5897	614	1	yn+m ∈	ORG
ap-5897	614	2	yn	ORG
ap-5897	615	1	d(b;x	NORP
ap-5897	615	2	≺b d(b;yn	PERSON
ap-5897	616	1	4	CARDINAL
ap-5897	618	1	σk(d1	DATE
ap-5897	619	1	d∗(σk(b	GPE
ap-5897	619	2	+ 1	DATE
ap-5897	620	1	4.5.1	CARDINAL
ap-5897	620	2	4.7	CARDINAL
ap-5897	621	1	4.8	CARDINAL
ap-5897	622	1	γ	GPE
ap-5897	623	1	d(b;x	ORG
ap-5897	624	1	4.8	CARDINAL
ap-5897	627	1	z(i	PERSON
ap-5897	627	2	zi+1	GPE
ap-5897	628	1	zi+j	PERSON
ap-5897	628	2	j ∈ n	PERSON
ap-5897	628	3	0	CARDINAL
ap-5897	628	4	zi+1	GPE
ap-5897	629	1	z(i	GPE
ap-5897	629	2	j∑ k=0	PERSON
ap-5897	629	3	i+ k	PERSON
ap-5897	629	4	j =∞.	PERSON
ap-5897	629	5	0	CARDINAL
ap-5897	630	1	v(n	PERSON
ap-5897	630	2	+ 1	DATE
ap-5897	631	1	4.9	CARDINAL
ap-5897	634	1	w	ORG
ap-5897	634	2	at least one	CARDINAL
ap-5897	634	3	two	CARDINAL
ap-5897	634	4	1	CARDINAL
ap-5897	635	1	0	CARDINAL
ap-5897	635	2	1	CARDINAL
ap-5897	635	3	2	CARDINAL
ap-5897	636	1	1	CARDINAL
ap-5897	638	1	w(1,−1	PERSON
ap-5897	640	1	1	CARDINAL
ap-5897	640	2	γ.	GPE
ap-5897	642	1	1	CARDINAL
ap-5897	642	2	0	CARDINAL
ap-5897	643	1	1	CARDINAL
ap-5897	644	1	u(m	PRODUCT
ap-5897	644	2	σ m(w	PERSON
ap-5897	644	3	w(m+ 1,∞	DATE
ap-5897	645	1	wm+i = u(m)(i	ORG
ap-5897	645	2	0	DATE
ap-5897	645	3	0	DATE
ap-5897	646	1	1	CARDINAL
ap-5897	646	2	0	CARDINAL
ap-5897	647	1	1.1	CARDINAL
ap-5897	649	1	0	DATE
ap-5897	649	2	1	CARDINAL
ap-5897	650	1	1	CARDINAL
ap-5897	650	2	wm+l	TIME
ap-5897	650	3	u(m)(l	ORG
ap-5897	650	4	0	DATE
ap-5897	653	1	wm+l	PERSON
ap-5897	653	2	0	DATE
ap-5897	653	3	1	CARDINAL
ap-5897	655	1	0	CARDINAL
ap-5897	656	1	w(1,m+l−1)◦	ORG
ap-5897	656	2	0	CARDINAL
ap-5897	656	3	w(1,m+l−1)◦u(m+l))b	ORG
ap-5897	656	4	γ.	GPE
ap-5897	656	5	1.2	CARDINAL
ap-5897	657	1	1	CARDINAL
ap-5897	657	2	wm+l	TIME
ap-5897	657	3	u(m)(l	ORG
ap-5897	657	4	0	DATE
ap-5897	659	1	wm+l	PERSON
ap-5897	659	2	0	DATE
ap-5897	662	1	+ 1− t lσm(b)(γ	TIME
ap-5897	663	1	222	CARDINAL
ap-5897	664	1	60	CARDINAL
ap-5897	665	1	3/2020	CARDINAL
ap-5897	665	2	1/b[m+ l	DATE
ap-5897	666	1	◦v(m+l))b−(w(1,m−1)◦	ORG
ap-5897	666	2	0	CARDINAL
ap-5897	666	3	w(1,m+l−1)◦	ORG
ap-5897	666	4	γ.	GPE
ap-5897	666	5	2	CARDINAL
ap-5897	667	1	1	CARDINAL
ap-5897	670	1	wm+i = v(m)(i	PERSON
ap-5897	670	2	0	DATE
ap-5897	670	3	wm+l	PERSON
ap-5897	670	4	1	CARDINAL
ap-5897	673	1	two	CARDINAL
ap-5897	673	2	0	CARDINAL
ap-5897	676	1	4.9	CARDINAL
ap-5897	677	1	4.10	CARDINAL
ap-5897	679	1	w	ORG
ap-5897	679	2	at least one	CARDINAL
ap-5897	679	3	two	CARDINAL
ap-5897	679	4	1	CARDINAL
ap-5897	680	1	1	CARDINAL
ap-5897	680	2	+ 1	DATE
ap-5897	680	3	2	CARDINAL
ap-5897	681	1	0	CARDINAL
ap-5897	681	2	1	CARDINAL
ap-5897	681	3	+ 1	DATE
ap-5897	681	4	4.9	CARDINAL
ap-5897	681	5	4.10	CARDINAL
ap-5897	682	1	4.11	CARDINAL
ap-5897	685	1	0	CARDINAL
ap-5897	686	1	w	ORG
ap-5897	687	1	γ	GPE
ap-5897	689	1	+ 1	DATE
ap-5897	690	1	n∑ k=1	PERSON
ap-5897	691	1	0	CARDINAL
ap-5897	692	1	1	CARDINAL
ap-5897	692	2	1	CARDINAL
ap-5897	692	3	4.9	CARDINAL
ap-5897	693	1	wb −	PERSON
ap-5897	693	2	1	CARDINAL
ap-5897	694	1	v(n	PERSON
ap-5897	695	1	γ.	GPE
ap-5897	695	2	w	ORG
ap-5897	696	1	4.9	CARDINAL
ap-5897	696	2	4.10	CARDINAL
ap-5897	697	1	σm(b	ORG
ap-5897	697	2	w	GPE
ap-5897	697	3	γ	GPE
ap-5897	697	4	γ + 1	LOC
ap-5897	697	5	4.9	CARDINAL
ap-5897	698	1	∈	ORG
ap-5897	698	2	0	CARDINAL
ap-5897	698	3	4.10	CARDINAL
ap-5897	699	1	6=	CARDINAL
ap-5897	699	2	+ 1	DATE
ap-5897	701	1	+ 1	DATE
ap-5897	702	1	1 ≤	QUANTITY
ap-5897	703	1	1	CARDINAL
ap-5897	703	2	y ∈	PERSON
ap-5897	703	3	γ	GPE
ap-5897	703	4	d(σm−1(b);y	ORG
ap-5897	704	1	zs	ORG
ap-5897	705	1	1,∞)σm+s−1(b	CARDINAL
ap-5897	705	2	1	CARDINAL
ap-5897	705	3	y − w(m,∞)σm−1(b	PERSON
ap-5897	706	1	zs − wm+s−1	ORG
ap-5897	707	1	1,∞)σm+s−1(b	CARDINAL
ap-5897	707	2	σm−1(b)[s	ORG
ap-5897	707	3	1,∞)σm+s−1(b	CARDINAL
ap-5897	707	4	+ s,∞)σm+s−1(b	NORP
ap-5897	709	1	0	CARDINAL
ap-5897	710	1	γ + 1	FAC
ap-5897	711	1	6=	CARDINAL
ap-5897	711	2	+ 1	DATE
ap-5897	713	1	0	CARDINAL
ap-5897	715	1	w.	PERSON
ap-5897	716	1	first	ORDINAL
ap-5897	716	2	section 2	LAW
ap-5897	716	3	max(|uβi	NORP
ap-5897	716	4	|vβi	EVENT
ap-5897	716	5	1)(|γ|+ 1	DATE
ap-5897	719	1	1	CARDINAL
ap-5897	719	2	1	CARDINAL
ap-5897	723	1	223	CARDINAL
ap-5897	724	1	jonathan caalim	PERSON
ap-5897	724	2	shiela demegillo acta polytechnica	PERSON
ap-5897	727	1	1	CARDINAL
ap-5897	727	2	1	CARDINAL
ap-5897	733	1	4.12	CARDINAL
ap-5897	734	1	limm→∞	ORG
ap-5897	741	1	j. caalim	PERSON
ap-5897	742	1	s. demegillo	PERSON
ap-5897	742	2	philippine	NORP
ap-5897	743	1	1	CARDINAL
ap-5897	743	2	a. rényi	PERSON
ap-5897	745	1	sci hungar	ORG
ap-5897	745	2	8:477–493, 1957	DATE
ap-5897	747	1	2	CARDINAL
ap-5897	747	2	w. parry	PERSON
ap-5897	749	1	sci hungar	ORG
ap-5897	749	2	11:401–426, 1960	DATE
ap-5897	751	1	3	CARDINAL
ap-5897	751	2	w. parry	PERSON
ap-5897	753	1	sci hungar 15:95–105, 1964	ORG
ap-5897	754	1	bf01897025	PRODUCT
ap-5897	755	1	4	CARDINAL
ap-5897	755	2	a. lai	PERSON
ap-5897	758	1	252–263, 2009	DATE
ap-5897	760	1	5	CARDINAL
ap-5897	761	1	intorno all’aritmetica	PERSON
ap-5897	761	2	dei sistemi numerici	PERSON
ap-5897	761	3	riguardo al sistema	PERSON
ap-5897	761	4	delle sue analogie coll’aritmetica	PERSON
ap-5897	761	5	ordinaria	PERSON
ap-5897	762	1	giornale di matematiche	PERSON
ap-5897	762	2	di battaglini	PERSON
ap-5897	763	1	203–221, 1885	DATE
ap-5897	764	1	6	CARDINAL
ap-5897	764	2	s. ito	PERSON
ap-5897	764	3	t. sadahiro	GPE
ap-5897	766	1	9:239–259	CARDINAL
ap-5897	766	2	2009	DATE
ap-5897	767	1	doi:10.1515/integ.2009.023	ORG
ap-5897	768	1	7	CARDINAL
ap-5897	768	2	l. liao	PERSON
ap-5897	768	3	w. steiner	PERSON
ap-5897	770	1	ergod th & dynam	ORG
ap-5897	770	2	32(5):1673–1690, 2012	DATE
ap-5897	772	1	8	CARDINAL
ap-5897	772	2	z. masáková	PERSON
ap-5897	772	3	e. pelantová	PERSON
ap-5897	774	1	412(48):6653–6665, 2011	DATE
ap-5897	775	1	doi:10.1016/j.tcs.2011.08.028	EVENT
ap-5897	776	1	9	CARDINAL
ap-5897	776	2	c. kalle	PERSON
ap-5897	777	1	isomorphisms	PERSON
ap-5897	777	2	ergod th & dynam	ORG
ap-5897	777	3	34(1):153–170, 2014	DATE
ap-5897	779	1	10	CARDINAL
ap-5897	779	2	k. dajani	PERSON
ap-5897	779	3	c. kalle	PERSON
ap-5897	781	1	11(b):1–18, 2011	DATE
ap-5897	782	1	11	CARDINAL
ap-5897	782	2	s. akiyama	PERSON
ap-5897	782	3	j. caalim	PERSON
ap-5897	784	1	japan	GPE
ap-5897	784	2	2017	DATE
ap-5897	786	1	12	CARDINAL
ap-5897	786	2	s. akiyama	PERSON
ap-5897	786	3	j. caalim	PERSON
ap-5897	788	1	geom 57(2):357–370	ORG
ap-5897	788	2	2017	DATE
ap-5897	790	1	13	CARDINAL
ap-5897	790	2	g. cantor	PERSON
ap-5897	791	1	zahlensysteme	PERSON
ap-5897	792	1	zeitschrift für	PERSON
ap-5897	792	2	14:121–128, 1869	DATE
ap-5897	793	1	14	CARDINAL
ap-5897	793	2	z. masáková	PERSON
ap-5897	793	3	e. pelantová	PERSON
ap-5897	794	1	ito	PERSON
ap-5897	795	1	polytechnica 51(4):59–64, 2011	ORG
ap-5897	796	1	15	CARDINAL
ap-5897	796	2	k. dajani	PERSON
ap-5897	796	3	s. ramawadh	PERSON
ap-5897	798	1	integer	ORG
ap-5897	798	2	15:12.2.6/1	CARDINAL
ap-5897	798	3	2012	DATE
ap-5897	799	1	224	CARDINAL
ap-5897	799	2	60(3):214–224	CARDINAL
ap-5897	799	3	1	CARDINAL
ap-5897	799	4	2	CARDINAL
ap-5897	799	5	3	CARDINAL
ap-5897	799	6	+1 4	ORG