id	sid	eid	entity	type
hjic-704	1	1	microsoft	ORG
hjic-704	1	2	16.14	CARDINAL
hjic-704	1	3	hungarian	NORP
hjic-704	4	1	113–120 (	CARDINAL
hjic-704	4	2	2016	CARDINAL
hjic-704	4	3	10.1515/hjic-2016-0014	MONEY
hjic-704	4	4	lotka-volterra systems péter polcz1,∗	ORG
hjic-704	4	5	1	CARDINAL
hjic-704	4	6	péter catholic university	ORG
hjic-704	4	7	50	CARDINAL
hjic-704	4	8	1083	CARDINAL
hjic-704	4	9	hungary 2	ORG
hjic-704	4	10	hungarian academy of sciences	ORG
hjic-704	4	11	50/a.	DATE
hjic-704	4	12	budapest	GPE
hjic-704	4	13	1083	CARDINAL
hjic-704	4	14	hungary	GPE
hjic-704	4	15	lotka-volterra	PERSON
hjic-704	7	1	3,4	CARDINAL
hjic-704	8	1	2d	CARDINAL
hjic-704	9	1	lotka-volterra models	ORG
hjic-704	9	2	1	CARDINAL
hjic-704	10	1	doa	PERSON
hjic-704	12	1	1	CARDINAL
hjic-704	14	1	2,3	CARDINAL
hjic-704	14	2	linear	ORG
hjic-704	15	1	doa estimation	ORG
hjic-704	15	2	4	CARDINAL
hjic-704	15	3	lemma	ORG
hjic-704	15	4	affine parameter-dependent lmis	ORG
hjic-704	16	1	5,6	CARDINAL
hjic-704	19	1	doa	PERSON
hjic-704	19	2	3	CARDINAL
hjic-704	19	3	6	CARDINAL
hjic-704	20	1	7	CARDINAL
hjic-704	21	1	8	CARDINAL
hjic-704	21	2	goodwinlotka	PERSON
hjic-704	23	1	11	CARDINAL
hjic-704	23	2	goodwin	PERSON
hjic-704	24	1	12	CARDINAL
hjic-704	25	1	13	CARDINAL
hjic-704	26	1	14	CARDINAL
hjic-704	26	2	3.1	CARDINAL
hjic-704	27	1	14	CARDINAL
hjic-704	28	1	doa	GPE
hjic-704	30	1	14	CARDINAL
hjic-704	31	1	szederkényi	GPE
hjic-704	31	2	hungarian	NORP
hjic-704	31	3	114	CARDINAL
hjic-704	32	1	6	CARDINAL
hjic-704	33	1	4	CARDINAL
hjic-704	34	1	doa	PERSON
hjic-704	34	2	2d	DATE
hjic-704	34	3	two	CARDINAL
hjic-704	35	1	4	CARDINAL
hjic-704	36	1	2	CARDINAL
hjic-704	37	1	2.1	CARDINAL
hjic-704	38	1	1	CARDINAL
hjic-704	38	2	𝒟,𝒟	GPE
hjic-704	38	3	ℝ	NORP
hjic-704	39	1	15	CARDINAL
hjic-704	41	1	f(0	PERSON
hjic-704	42	1	∈	ORG
hjic-704	42	2	doa	PERSON
hjic-704	43	1	f(x	ORG
hjic-704	43	2	f(x	PRODUCT
hjic-704	43	3	a(x	PERSON
hjic-704	46	1	∀(𝑥	CARDINAL
hjic-704	46	2	2	CARDINAL
hjic-704	46	3	vl	ORG
hjic-704	47	1	2.2	CARDINAL
hjic-704	48	1	4	CARDINAL
hjic-704	48	2	eq.(3	ORG
hjic-704	52	1	3	CARDINAL
hjic-704	52	2	∈	ORG
hjic-704	52	3	π:ℝ!×𝒟 ↦	GPE
hjic-704	54	1	lft	ORG
hjic-704	54	2	5,6	CARDINAL
hjic-704	55	1	δ)𝑥	GPE
hjic-704	57	1	∈	ORG
hjic-704	57	2	4	CARDINAL
hjic-704	57	3	𝐴 ∈	ORG
hjic-704	57	4	𝐵 ∈	ORG
hjic-704	58	1	∈	ORG
hjic-704	60	1	4	CARDINAL
hjic-704	62	1	3	CARDINAL
hjic-704	62	2	sdp	ORG
hjic-704	62	3	doa	PERSON
hjic-704	62	4	sdp	ORG
hjic-704	64	1	eq.(3	GPE
hjic-704	65	1	2.1	CARDINAL
hjic-704	66	1	4	CARDINAL
hjic-704	66	2	∈	ORG
hjic-704	69	1	0	CARDINAL
hjic-704	70	1	5	CARDINAL
hjic-704	75	1	6	CARDINAL
hjic-704	76	1	lotka-volterra	ORG
hjic-704	77	1	113–120 (	CARDINAL
hjic-704	77	2	2016	CARDINAL
hjic-704	77	3	10.1515/hjic-2016-0014 115	MONEY
hjic-704	77	4	3.22	CARDINAL
hjic-704	78	1	15	CARDINAL
hjic-704	81	1	1 ≤	QUANTITY
hjic-704	83	1	1	CARDINAL
hjic-704	84	1	𝒳|𝑉	MONEY
hjic-704	84	2	1	CARDINAL
hjic-704	84	3	1,𝑀𝒴	CARDINAL
hjic-704	94	1	7	CARDINAL
hjic-704	101	1	3.36	CARDINAL
hjic-704	102	1	15	CARDINAL
hjic-704	102	2	𝑀𝒳	ORG
hjic-704	102	3	eqs.(5)-(8	ORG
hjic-704	102	4	affine parameter-dependent lmis	ORG
hjic-704	103	1	1	CARDINAL
hjic-704	104	1	sdp	ORG
hjic-704	107	1	1	CARDINAL
hjic-704	107	2	2	CARDINAL
hjic-704	107	3	1	CARDINAL
hjic-704	110	1	1	CARDINAL
hjic-704	111	1	2	CARDINAL
hjic-704	113	1	𝑀𝒳	GPE
hjic-704	116	1	𝑀𝒳	GPE
hjic-704	117	1	𝑀𝒟	GPE
hjic-704	117	2	1	CARDINAL
hjic-704	118	1	𝑀𝒳	GPE
hjic-704	118	2	𝑀𝒳	GPE
hjic-704	120	1	+ 1 2𝑀𝒳	DATE
hjic-704	121	1	+ 1 2𝑀𝒴	DATE
hjic-704	121	2	2	CARDINAL
hjic-704	123	1	szederkényi	GPE
hjic-704	123	2	hungarian	NORP
hjic-704	123	3	116 3.1	DATE
hjic-704	124	1	2d	CARDINAL
hjic-704	125	1	6	CARDINAL
hjic-704	128	1	4	CARDINAL
hjic-704	128	2	lotka-volterra	PERSON
hjic-704	128	3	𝐴 ∈	ORG
hjic-704	128	4	9	CARDINAL
hjic-704	129	1	n × n	PRODUCT
hjic-704	134	1	lft	ORG
hjic-704	134	2	second	ORDINAL
hjic-704	135	1	5	CARDINAL
hjic-704	138	1	linear fractional transformations	ORG
hjic-704	138	2	lft	ORG
hjic-704	138	3	16	CARDINAL
hjic-704	138	4	17	CARDINAL
hjic-704	139	1	sdp	ORG
hjic-704	139	2	mosek	PERSON
hjic-704	139	3	yalmip	PERSON
hjic-704	139	4	18	CARDINAL
hjic-704	140	1	5.1	CARDINAL
hjic-704	141	1	2d	DATE
hjic-704	141	2	lotka-volterra	PERSON
hjic-704	142	1	1.4 1	DATE
hjic-704	143	1	1 1]t	CARDINAL
hjic-704	144	1	fig.3	GPE
hjic-704	146	1	sdp	ORG
hjic-704	151	1	10	CARDINAL
hjic-704	151	2	87.39	CARDINAL
hjic-704	151	3	63.83	CARDINAL
hjic-704	151	4	28.76	CARDINAL
hjic-704	151	5	15.53	MONEY
hjic-704	151	6	fig.3	GPE
hjic-704	152	1	𝒳.	NORP
hjic-704	153	1	3	CARDINAL
hjic-704	153	2	2d	DATE
hjic-704	155	1	doa	PERSON
hjic-704	157	1	4	CARDINAL
hjic-704	158	1	2d	DATE
hjic-704	159	1	lotka-volterra	ORG
hjic-704	161	1	113–120 (	CARDINAL
hjic-704	161	2	2016	CARDINAL
hjic-704	161	3	10.1515/hjic-2016-0014 117 5.2	MONEY
hjic-704	162	1	3d	CARDINAL
hjic-704	162	2	lotka-volterra	PERSON
hjic-704	162	3	3d	CARDINAL
hjic-704	162	4	0.06 0.21 0.83	MONEY
hjic-704	162	5	0.06 0.47	CARDINAL
hjic-704	163	1	2d	DATE
hjic-704	164	1	1 1 1	CARDINAL
hjic-704	164	2	2nd	ORDINAL
hjic-704	171	1	12	CARDINAL
hjic-704	171	2	9×9	CARDINAL
hjic-704	172	1	3d	CARDINAL
hjic-704	173	1	3d	CARDINAL
hjic-704	173	2	three	CARDINAL
hjic-704	175	1	5	CARDINAL
hjic-704	177	1	doa	GPE
hjic-704	179	1	7	CARDINAL
hjic-704	180	1	3d	CARDINAL
hjic-704	180	2	xj	ORG
hjic-704	180	3	1	CARDINAL
hjic-704	180	4	2	DATE
hjic-704	180	5	3	CARDINAL
hjic-704	181	1	6.	PERCENT
hjic-704	181	2	doa	PERSON
hjic-704	181	3	3d	CARDINAL
hjic-704	181	4	lotka-volterra	PERSON
hjic-704	181	5	𝒳.	PRODUCT
hjic-704	181	6	szederkényi	GPE
hjic-704	181	7	hungarian	NORP
hjic-704	181	8	118	CARDINAL
hjic-704	182	1	4d	CARDINAL
hjic-704	182	2	lotka-volterra	PERSON
hjic-704	182	3	4d	CARDINAL
hjic-704	183	1	1 1 1 1	QUANTITY
hjic-704	184	1	13	CARDINAL
hjic-704	185	1	1.5346 2.3230	QUANTITY
hjic-704	185	2	2.8648 2.7796	CARDINAL
hjic-704	185	3	3.6104	CARDINAL
hjic-704	188	1	lft	ORG
hjic-704	188	2	second	ORDINAL
hjic-704	189	1	n2 + 3n	ORG
hjic-704	189	2	2	CARDINAL
hjic-704	190	1	3	CARDINAL
hjic-704	191	1	2n	CARDINAL
hjic-704	191	2	3	CARDINAL
hjic-704	191	3	2n	CARDINAL
hjic-704	192	1	eqs.(7	GPE
hjic-704	193	1	2n	CARDINAL
hjic-704	193	2	2n-1	CARDINAL
hjic-704	197	1	5.4	CARDINAL
hjic-704	197	2	2d	DATE
hjic-704	197	3	2	CARDINAL
hjic-704	197	4	section 5.1	LAW
hjic-704	199	1	1 1]t	CARDINAL
hjic-704	200	1	0.1	CARDINAL
hjic-704	203	1	15	CARDINAL
hjic-704	203	2	3	CARDINAL
hjic-704	204	1	2n	CARDINAL
hjic-704	204	2	2n	CARDINAL
hjic-704	204	3	∈	ORG
hjic-704	204	4	2n	CARDINAL
hjic-704	205	1	ma = ½	PERSON
hjic-704	205	2	lmi	ORG
hjic-704	206	1	8	CARDINAL
hjic-704	207	1	doa	GPE
hjic-704	207	2	4d	CARDINAL
hjic-704	208	1	lotka-volterra	ORG
hjic-704	210	1	113–120 (	CARDINAL
hjic-704	210	2	2016	CARDINAL
hjic-704	210	3	10.1515/hjic-2016-0014 119	MONEY
hjic-704	212	1	16	CARDINAL
hjic-704	212	2	section 5.1, i.e.	LAW
hjic-704	212	3	0. eq.(15	PERCENT
hjic-704	213	1	17	CARDINAL
hjic-704	216	1	18	CARDINAL
hjic-704	219	1	6	CARDINAL
hjic-704	220	1	2	CARDINAL
hjic-704	220	2	3	DATE
hjic-704	220	3	4	DATE
hjic-704	220	4	6	CARDINAL
hjic-704	220	5	15	CARDINAL
hjic-704	221	1	doa	GPE
hjic-704	222	1	two	CARDINAL
hjic-704	223	1	x(t	PERSON
hjic-704	223	2	x(t	PERSON
hjic-704	224	1	𝒟,𝒟	GPE
hjic-704	224	2	ℝ	NORP
hjic-704	224	3	polytopes	GPE
hjic-704	224	4	otka nf	PERSON
hjic-704	224	5	104706	CARDINAL
hjic-704	224	6	1	CARDINAL
hjic-704	224	7	sos programming	ORG
hjic-704	224	8	london	GPE
hjic-704	224	9	uk	GPE
hjic-704	225	1	415	CARDINAL
hjic-704	225	2	2011	DATE
hjic-704	225	3	10.1007/978-085729-959-8	DATE
hjic-704	225	4	2	CARDINAL
hjic-704	225	5	s.	PERSON
hjic-704	225	6	el ghaoui	GPE
hjic-704	225	7	l.	PERSON
hjic-704	225	8	feron	ORG
hjic-704	225	9	e.	GPE
hjic-704	225	10	balakrishnan	PERSON
hjic-704	225	11	siam	GPE
hjic-704	225	12	philadelphia	GPE
hjic-704	225	13	pa, usa	ORG
hjic-704	225	14	15	CARDINAL
hjic-704	225	15	1994	DATE
hjic-704	225	16	10.1137/1.9781611970777	CARDINAL
hjic-704	226	1	3	CARDINAL
hjic-704	226	2	c.; weiland	PERSON
hjic-704	226	3	s.: linear	PERSON
hjic-704	226	4	dutch institute for systems	ORG
hjic-704	226	5	netherlands	GPE
hjic-704	226	6	2000	CARDINAL
hjic-704	226	7	10.1201	CARDINAL
hjic-704	227	1	4	CARDINAL
hjic-704	229	1	j. robust nonlinear	ORG
hjic-704	229	2	2013 24(18	DATE
hjic-704	229	3	3124–3169	CARDINAL
hjic-704	229	4	10.1002	CARDINAL
hjic-704	229	5	9	CARDINAL
hjic-704	233	1	szederkényi	GPE
hjic-704	233	2	hungarian	NORP
hjic-704	233	3	120	CARDINAL
hjic-704	233	4	5	CARDINAL
hjic-704	233	5	szederkényi	GPE
hjic-704	233	6	j. physics: conf	ORG
hjic-704	233	7	2015 659(1	DATE
hjic-704	233	8	012038	CARDINAL
hjic-704	233	9	10.1088/1742-6596/659/1/012038	DATE
hjic-704	234	1	6	CARDINAL
hjic-704	234	2	szederkényi	GPE
hjic-704	238	1	2016	DATE
hjic-704	238	2	budapest	GPE
hjic-704	238	3	hungary	GPE
hjic-704	239	1	1-12	CARDINAL
hjic-704	239	2	2016	DATE
hjic-704	239	3	7	CARDINAL
hjic-704	239	4	rocha filho	PERSON
hjic-704	239	5	t.m.	GPE
hjic-704	239	6	gléria, i.m.	ORG
hjic-704	239	7	figueiredo	GPE
hjic-704	239	8	a.; brenig	PERSON
hjic-704	240	1	mod	PERSON
hjic-704	240	2	2005	DATE
hjic-704	240	3	183(1	TIME
hjic-704	240	4	95–106	CARDINAL
hjic-704	240	5	10.1016/j.ecolmodel.2004.07.023	MONEY
hjic-704	241	1	8	CARDINAL
hjic-704	242	1	lotka-volterra system	PERSON
hjic-704	242	2	j. appl	PERSON
hjic-704	243	1	1989	DATE
hjic-704	243	2	49(6	CARDINAL
hjic-704	243	3	1779–1792	CARDINAL
hjic-704	243	4	10.1137/0149109	CARDINAL
hjic-704	243	5	9	CARDINAL
hjic-704	243	6	s.	PERSON
hjic-704	243	7	generalized lotka-volterra	PERSON
hjic-704	243	8	technol	ORG
hjic-704	245	1	1989 35(4	DATE
hjic-704	245	2	319–326	CARDINAL
hjic-704	245	3	10.1016/0040-1625(89)90068-1	CARDINAL
hjic-704	246	1	10	CARDINAL
hjic-704	246	2	r.m.	PERSON
hjic-704	246	3	palgrave	GPE
hjic-704	246	4	macmillan	ORG
hjic-704	246	5	uk	GPE
hjic-704	247	1	165–170	CARDINAL
hjic-704	247	2	1982	DATE
hjic-704	247	3	10.1007/978-1-349-05504-3	CARDINAL
hjic-704	247	4	11	CARDINAL
hjic-704	247	5	a.n.	GPE
hjic-704	247	6	costa-lima	NORP
hjic-704	247	7	lotka	PERSON
hjic-704	250	1	2014 419(1	DATE
hjic-704	250	2	10.1016	CARDINAL
hjic-704	251	1	12	CARDINAL
hjic-704	251	2	fairén	GPE
hjic-704	251	3	lotka volterra representation	PERSON
hjic-704	252	1	biosci	GPE
hjic-704	253	1	1997 140(1	DATE
hjic-704	253	2	1–32	CARDINAL
hjic-704	253	3	10.1016	CARDINAL
hjic-704	253	4	5564(96)00131	CARDINAL
hjic-704	253	5	13	CARDINAL
hjic-704	253	6	lotka-volterra	ORG
hjic-704	253	7	singapore	GPE
hjic-704	253	8	1996	DATE
hjic-704	253	9	10.1142/9789812830548	CARDINAL
hjic-704	254	1	14	CARDINAL
hjic-704	254	2	m.: hamiltonian	ORG
hjic-704	254	3	j. math	PERSON
hjic-704	256	1	1995	DATE
hjic-704	256	2	3520–3534	CARDINAL
hjic-704	256	3	10.1063/1.530978	CARDINAL
hjic-704	256	4	15	CARDINAL
hjic-704	256	5	szederkényi	GPE
hjic-704	256	6	linear	ORG
hjic-704	256	7	sdp	ORG
hjic-704	257	1	techn	ORG
hjic-704	258	1	budapest	GPE
hjic-704	258	2	hungary	GPE
hjic-704	258	3	2016	CARDINAL
hjic-704	258	4	16	CARDINAL
hjic-704	258	5	s.	PERSON
hjic-704	258	6	varga, a.	ORG
hjic-704	258	7	magni	GPE
hjic-704	258	8	j.f	GPE
hjic-704	262	1	25	CARDINAL
hjic-704	262	2	29	DATE
hjic-704	262	3	2004	DATE
hjic-704	262	4	10.1109	CARDINAL
hjic-704	263	1	17	CARDINAL
hjic-704	263	2	j.f	GPE
hjic-704	263	3	linear fractional representation	ORG
hjic-704	263	4	2006	DATE
hjic-704	264	1	fr	PERSON
hjic-704	265	1	18	CARDINAL
hjic-704	265	2	j.: yalmip	PERSON
hjic-704	266	1	cacsd conference	PERSON
hjic-704	266	2	taipei	GPE
hjic-704	266	3	taiwan	GPE
hjic-704	266	4	2012	DATE