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Aleksandr I. Saičev (1946-2013)

Physiker

Name	Aleksandr I. Saičev
Time	1946-2013 (Date of birth and death)
Place	Russland
Academic degree	Prof. Dr.
Profession	Physiker (characteristic profession) Wissenschaftler
Variant	Aleksandr Ivanovič Saičev (vollständiger Name) A. I. Saičev A. I. Saichev Alex Saichev Alexander I. Saichev Alexander Saichev A.I. Saičev
Related	Eidgenössische Technische Hochschule Zürich. Department Management, Technology, and Economics Nizhni Novgorod State University. Department of Mathematics
Further information	Professur f. Entrepreneurial Risks
Source	LoC-NA
Record type	Person
GND-Identifier	120364786
Record ID	120364786
Involved in show all Distributions in the Physical and Engineering Sciences, Volume 3 : Random and Anomalous Fractional Dynamics in Continuous Media Distributions in the Physical and Engineering Sciences, Volume 2 : Linear and Nonlinear Dynamics in Continuous Media Waves and Structures in Nonlinear Nondispersive Media : General Theory and Applications to Nonlinear Acoustics Waves and structures in nonlinear nondispersive media : general theory and applications to nonlinear acoustics Theory of Zipf's law and beyond Theory of Zipf's Law and Beyond Distributions in the physical and engineering sciences Vol. 1. Distributional and fractal calculus, integral transforms and wavelets The large scale structure of the universe in the frame of the model equation of nonlinear diffusion Distributions in the physical and engineering sciences

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Aleksandr I. Saičev (1946-2013)

Distributions in the Physical and Engineering Sciences, Volume 3 : Random and Anomalous Fractional Dynamics in Continuous Media

Distributions in the Physical and Engineering Sciences, Volume 2 : Linear and Nonlinear Dynamics in Continuous Media

Waves and Structures in Nonlinear Nondispersive Media : General Theory and Applications to Nonlinear Acoustics

Waves and structures in nonlinear nondispersive media : general theory and applications to nonlinear acoustics

Theory of Zipf's law and beyond

Theory of Zipf's Law and Beyond

Distributions in the physical and engineering sciences

The large scale structure of the universe in the frame of the model equation of nonlinear diffusion

Distributions in the physical and engineering sciences