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Inflammation propagation modeled as a reaction–diffusion wave
El Hajj W., El Khatib N., Volpert V.
Effect of anti-inflammatory processes on the development of inflammation in a reaction-diffusion model
El Khatib Nader, Volpert Vitaly, El Hajj Wissam
Mathematical modelling of atherosclerosis
El Khatib N., Kafi O., Sequeira A., Simakov S., Vassilevski Y., Volpert V.
MATHEMATICAL MODELING OF THE INTERACTION OF ATHEROSCLEROTIC INFLAMMATION AND CHEMOTAXIS: FORMATION OF FATTY STREAKS
ABI YOUNES G., El KHATIB N., KUZNETSOV M., VOLPERT V.
A free boundary mathematical model of atherosclerosis
Abi Younes G., El Khatib N., Volpert V.
Existence of solution of a free boundary problem for reaction-diffusion systems
Younes G.A., El Khatib N., Volpert V.A.
MICROSATELLITES MARKERS AND THEIR APPLICATIONS IN AGRICULTURAL STUDIES
Khatib Abdalrahman
From film to digital: a historical perspective on photography techniques
Al-Khatib, E. M. A.
Mapping child growth failure across low- and middle-income countries
Kinyoki Damaris K.
-for-age, weight-for-height, or weight-for-age z-score, respectively, that is more than two standard deviations
EXISTENCE OF SOLUTIONS FOR A CLASS OF ONE-DIMENSIONAL MODELS OF PEDESTRIAN EVACUATIONS
Andreianov B., Girard T.
of El-Khatib, Goatin, and Rosini [Z. Angew. Math. Phys., 64 (2013), pp. 223–251]. Existence holds either

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