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PDF) PREDICTION OF THE CRACK KINKING IN A SANDWICH STRUCTURE BEAM SUBJECTED  TO THREE POINT BENDING USING THE J INTEGRAL CONCEPT | Efstathios  Theotokoglou - Academia.edu
PDF) PREDICTION OF THE CRACK KINKING IN A SANDWICH STRUCTURE BEAM SUBJECTED TO THREE POINT BENDING USING THE J INTEGRAL CONCEPT | Efstathios Theotokoglou - Academia.edu

PDF) Asymptotic flocking in the Cucker-Smale model with reaction-type  delays in the non-oscillatory regime
PDF) Asymptotic flocking in the Cucker-Smale model with reaction-type delays in the non-oscillatory regime

COMPDYN 2017 - The Institute of Theoretical and Applied Mechanics
COMPDYN 2017 - The Institute of Theoretical and Applied Mechanics

PDF) Exponential asymptotic flocking in the Cucker-Smale model with  distributed reaction delays
PDF) Exponential asymptotic flocking in the Cucker-Smale model with distributed reaction delays

Applied Analysis - IACM
Applied Analysis - IACM

Ioannis MARKOU | Ph.D | Foundation for Research and Technology - Hellas,  Irákleion | forth | Institute of Applied and Computational Mathematics (IACM )
Ioannis MARKOU | Ph.D | Foundation for Research and Technology - Hellas, Irákleion | forth | Institute of Applied and Computational Mathematics (IACM )

Computational issues of hinged walls used as retrofitting of existing RC  frames
Computational issues of hinged walls used as retrofitting of existing RC frames

Computational issues of hinged walls used as retrofitting of existing RC  frames
Computational issues of hinged walls used as retrofitting of existing RC frames

People - IACM
People - IACM

Exponential asymptotic flocking in the Cucker-Smale model with distributed  reaction delays
Exponential asymptotic flocking in the Cucker-Smale model with distributed reaction delays

RESEARCH AT THE UNIVERSITY OF CYPRUS
RESEARCH AT THE UNIVERSITY OF CYPRUS

Exponential asymptotic flocking in the Cucker-Smale model with distributed  reaction delays
Exponential asymptotic flocking in the Cucker-Smale model with distributed reaction delays

IACM - IACM
IACM - IACM

PDF) Exponential asymptotic flocking in the Cucker-Smale model with  distributed reaction delays
PDF) Exponential asymptotic flocking in the Cucker-Smale model with distributed reaction delays

Exponential asymptotic flocking in the Cucker-Smale model with distributed  reaction delays
Exponential asymptotic flocking in the Cucker-Smale model with distributed reaction delays

Manolis PAPADRAKAKIS | National Technical University of Athens, Athens |  NTUA | Department of Structural Engineering
Manolis PAPADRAKAKIS | National Technical University of Athens, Athens | NTUA | Department of Structural Engineering

Manolis PAPADRAKAKIS | National Technical University of Athens, Athens |  NTUA | Department of Structural Engineering
Manolis PAPADRAKAKIS | National Technical University of Athens, Athens | NTUA | Department of Structural Engineering

Ioannis MARKOU | Consultant | Hellenic Air Force, Athens | 251 Airforce  General Hospital
Ioannis MARKOU | Consultant | Hellenic Air Force, Athens | 251 Airforce General Hospital

Manolis PAPADRAKAKIS | National Technical University of Athens, Athens |  NTUA | Department of Structural Engineering
Manolis PAPADRAKAKIS | National Technical University of Athens, Athens | NTUA | Department of Structural Engineering

Exponential asymptotic flocking in the Cucker-Smale model with distributed  reaction delays
Exponential asymptotic flocking in the Cucker-Smale model with distributed reaction delays

Ioannis MARKOU | Ph.D | Foundation for Research and Technology - Hellas,  Irákleion | forth | Institute of Applied and Computational Mathematics (IACM )
Ioannis MARKOU | Ph.D | Foundation for Research and Technology - Hellas, Irákleion | forth | Institute of Applied and Computational Mathematics (IACM )

Critical value of the initial fluctuation V(0)/λ 2 (logarithmic scale)... |  Download Scientific Diagram
Critical value of the initial fluctuation V(0)/λ 2 (logarithmic scale)... | Download Scientific Diagram

PDF) Delayed Cucker-Smale model with and without noise revisited
PDF) Delayed Cucker-Smale model with and without noise revisited

N = 2, τ = 0.02, X (t) := d X (t), V (t) := d V (t) | Download Scientific  Diagram
N = 2, τ = 0.02, X (t) := d X (t), V (t) := d V (t) | Download Scientific Diagram

Global Tourism Trends - STEP-C
Global Tourism Trends - STEP-C

Ioannis Markou | Publons
Ioannis Markou | Publons