TENNERIELLO, CATELLO
 Distribuzione geografica
Continente #
NA - Nord America 726
EU - Europa 353
AS - Asia 252
AF - Africa 20
OC - Oceania 1
Totale 1.352
Nazione #
US - Stati Uniti d'America 714
UA - Ucraina 141
SG - Singapore 112
HK - Hong Kong 64
FI - Finlandia 51
CN - Cina 46
DE - Germania 41
IT - Italia 31
IE - Irlanda 28
SE - Svezia 27
CI - Costa d'Avorio 20
ID - Indonesia 19
GB - Regno Unito 17
RU - Federazione Russa 13
CA - Canada 12
IN - India 11
FR - Francia 3
AU - Australia 1
CZ - Repubblica Ceca 1
Totale 1.352
Città #
Chandler 158
Jacksonville 139
Singapore 95
Hong Kong 64
Millbury 49
Santa Clara 49
Ashburn 37
Princeton 32
Helsinki 19
Houston 18
Keputih 18
Wilmington 17
Nanjing 13
Ottawa 11
Ann Arbor 10
Boardman 9
Kronberg 8
Shenyang 6
Beijing 5
Jiaxing 5
Boston 4
Nanchang 4
New Delhi 4
Tianjin 4
Chandigarh 3
Falkenstein 3
Hangzhou 3
Hebei 3
Norwalk 3
Brighton 2
Delhi 2
Genoa 2
Nerviano 2
Orange 2
Palo del Colle 2
Seattle 2
Brisbane 1
Changsha 1
Cwmbran 1
Falls Church 1
Lanzhou 1
Ludhiana 1
Plzen 1
Pune 1
Rome 1
Shenzhen 1
Surabaya 1
Toronto 1
Walnut 1
Totale 820
Nome #
INNOVATION DIFFUSION MODEL IN PATCH ENVIRONMENT 68
An innovation diffusion model with time delay: positive and negative word-of-mouth 62
Asymptotic stability of a perturbed Lotka-Volterra Model 58
Delayed innovation diffusion processes with positive and negative word-of-mouth 58
Stability in guaranteed cost control problems of large scale systems with uncertain unbounded parameters 51
An Allelopathic Competition Model with an External Toxicant 50
Chemostat equations for a predator-prey chain with delayed nutrient recycling 49
On the stability of Lotka-Vlterra perturbed equations 48
GLOBAL ATTRACTIVITY OF PERIODIC SOLUTIONS OF POPULATION MODELS 47
Effects of toxicants on chemostat model 47
Dynamics of populations in polluted chemostat. 46
Periodic solutions of a 2D autonomous system using Mathematica 45
On a theorem of N.Rouche 45
Lotka-Volterra Models: Partial Stability and Partial Ultimate Boundedness 45
Stability of competitive innovation diffusion model 43
A qualitative analysis of an additive chemostat model of two microorganisms competing for two complementary nutrients 43
Effects of toxicants on chemostat models with n populations competing for a critical nutrient 43
Polluted chemostat models with periodic nutrient and fluctuating toxicant input 42
Decomposition-Aggregation Approach in Stability Problems for Large-scale Systems including unstable isolated subsystems 40
Partial stability of composite systems with unstable subsystems 38
The threshold of population survival in a polluted chemostat model 37
Ultimate Boundedness for Nonautonomous Diffusive Lotka-Volterra Patches 36
On the survival of populations in a polluted chemostat environment 36
Partial Asymptotic Stability via Limiting Equations 35
Partial ultimate boundedness for completely nonautonomous diffusive Lotka-Volterra patches 35
Chemostat equations for a polluted environment with delayed nutrient recycling 35
Partial stability of large scale systems via comparison method 34
Stability of large scale systems via limiting equations 33
On Polluted Chemostat Models 33
Survival of populations in polluted chemostat-like environment and partial ultimate boundedness 29
Partial stability of large-scale systems 29
A qualitative analysis of an additive chemostat model of microorganisms competing for two complementary nutrients with delayed recycling 29
Totale 1.369
Categoria #
all - tutte 5.385
article - articoli 0
book - libri 0
conference - conferenze 0
curatela - curatele 0
other - altro 0
patent - brevetti 0
selected - selezionate 0
volume - volumi 0
Totale 5.385


Totale Lug Ago Sett Ott Nov Dic Gen Feb Mar Apr Mag Giu
2019/202046 0 0 0 0 0 0 0 0 0 0 9 37
2020/2021242 1 29 28 29 29 30 29 0 31 3 33 0
2021/2022136 3 0 7 1 0 0 0 5 31 0 22 67
2022/2023280 37 47 7 31 32 32 0 22 46 5 12 9
2023/2024191 14 22 5 50 4 8 16 35 6 3 15 13
2024/2025259 56 41 0 1 3 78 80 0 0 0 0 0
Totale 1.369