Born: 25.06.1937, Dnepropetrovsk, USSR.

Family: Married, two children.

Address: Beer-Sheva.

Academic degrees:

1960 MSc in Mathematics, Moscow University, USSR.

1969. Candidate (Ph.D.) in Physical and Mathematical Sciences,
1970. Institute of Chemical Physics, USSR Academy of Sciences, Moscow.

1991 DSc, Doctor in Physical and Mathematical Sciences,

Institute of Chemical Physics, USSR Academy of Sciences, Moscow.

Since 1993 Researcher, Institute for Industrial Mathematics, Beer-Sheva, Israel.

1991-1993 Research scientist, Laboratory for Environment Protection,

Technological Center (TEMED), Dimona, Israel.

1985-1991 Senior research scientist, Laboratory for mathematical modeling of chemical technological processes, Mathematical Department of the Institute of Physics, USSR Academy of Sciences, Moscow.

1969-1985 Research scientist, Laboratory of Mathematical Physical Methods, Institute of Chemical Physics, USSR Academy of Sciences, Moscow.

1. Optimal Control of Solidification Processes. Thesis for Candidate (PhD) in Physical and Mathematical sciences. Institute of Chemical Physics, USSR Academy of Sciences, Moscow 1969.

2. Mathematical Modeling of Governed Quasi-stationary and Transfer Processes in Chemical kinetics and Technology. Thesis for Doctor in Physical and Mathematical sciences. Institute of Chemical Physics, USSR Academy of Sciences, Moscow (1991).

Applied mathematics. Combustion and chemical reactors.

Methods of mathematical physics Polymerization and chemical reactors

Differential equations. Mathematical modeling of chemical Singularity theory. technological processes.

Calculating methods for solving Heat explosion.

differential equations Chemical kinetics

Projective transformation

Image processing

Finite element method in Subsurface Hydrology. In Laboratory for Environment Protection, Technological Center (TEMED), Dimona.

Planning and control of vortex chambers for industrial fluid purification”,

Israeli Ministry of Science, N 9686197, 1997-1999.

In: Institute for Industrial Mathematics. Beer-Sheva.

1. Phenomenon of Swelling and Emergency Situation Formation. INST -1,1993-1994

2. Modeling and simulation of a one-day care division at hospital. INST -2 1994-1995

3. Optimal choice of a place for discharge of waste water. INST -3 1994

4. Parallel computational algorithms for Solving Parabolic Equations. INST -4 1994

5. Some Optimisation Problem for Surgery Coordination Center # 06-01,1995

6. Real-time image implantation in TV broadcasting. # 07-01 1996-1997

7. Straight-Lines Detection in Pictures. OCS-02 1996

8. Algorithms for Image Enhancement #12-01 1997

9. Planning and control of vortex chambers for industrial fluid purification, # MOST-01

E. Gelman. A Method for Controlling Heat Processes in Reactors Based on Non-Local Investigation of Stability. 10th Annual Symposium. The Israeli Section of the Combustion Institute.

1. E.Gelman, S. Hudyayev. Application of Averaging method to Control of an exothermic chemical reactions. Archivum combustionis,vol.12, No 1-4,1992.

2. E.Gelman. Parallel computational algorithms for Solving Elliptic and Parabolic Equations. Proposed Project Outline.

3. E.Gelman, A.Pridor, I. Shreiber. Phenomenon of Swelling and Emergency Situation Formation. Tech. Report, INST -01. In book: Two-Phase flow Modeling and Experimentation Edizioni ETS Pisa,1995, pp.1177-1180.

4. E. Gelman, A.Pridor. Modeling and simulation of the one-day care division at hospital. Report, INST -2

5. Bregman L., Gelman E., Rubchinsky A. Some Optimisation Problem for Surgery Coordination Center Technical Report # 06-01, 1995

.6. E. Gelman. A Method for Controlling Heat Processes in Reactors Based on Non- Local Investigation of Stability.Book of abstracts. 10th Annual Symposium. The Israeli Section of the Combustion Institute.

7. E.Gelman, Avmir Margulis. Straight-Lines Detection in Pictures.OCS-02 1996

Institute for Industrial Mathematics, Technical Report. # 1997

8. E.Gelman, Avmir Margulis,.A.Pridor. Algorithms for Image Enhancement Institute for Industrial Mathematics, Technical Report. # 12-01 1997

9 L. Bregman, E.Gelman , Y. Kasarinov, A.Levant, A. Margulis, B. Model, A. Rubchinsky,Y. Vainberg..Real-time image implantation in TV broadcasting. Institute for Industrial Mathematics. Technical Report. # 07-01 1997

10. Gelman E., Levitsky M.P., Shreiber I.R., Shtemler Y., “Planning and control of

vortex chambers for industrial fluid purification” ,Technical Report. # MOST- 01 prt. I, 1998.

1. E. Gelman. Mathematical Modeling of Governed Quasi-stationary and Transfer Processes in Chemical kinetics and Technology. Monograph.

2. E.Gelman. New method for determining the parameters of the projective transformation.

3. E.Gelman. Adaptive Grid Generation Technique for High -Gradient Solutions.

4. E. Gelman. A Method for Controlling Heat Processes in Reactors Based on Non- Local Investigation of Stability.

5 E.Gelman. The Quasi-Stationary Behavior of the Spatially Non-uniform solutions

to the Boundary Problems for the Quasi linear Diffusion Equations.

6. E.Gelman. New method for majoring systems of ordinary differential non-linear equations of the 1st and 2nd order.Using it in stability theory.and in problems applicability of Quasi- Stationary Asymptotic for the solutions.

7. E.Gelman, R.Tishakova, A.Volpert . The Comparison Theorem for the Linear Parabolic Systems in classes of discontinous functions.

8. E.Gelman. The Control Methods in the Processes of Ignition and Combustion Described by the Non-linear Macrokinetic Equations.

9. New methods for optimal control of polymerization processes (solid rocket fuel, organic glass and other composite materials).

A lecture course on "Mathematical modeling of governed processes in chemical reactors" In preparation.