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	<TITLE>Samoilenko</TITLE>
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	<META NAME="DESCRIPTION" CONTENT="Biography of Anatoly Samoilenko (1938-0BC)">
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<H1 ALIGN=CENTER>Anatoly Samoilenko</H1>
<H3 ALIGN=CENTER>Born:<FONT COLOR="#008000"> 2 Jan 1938 in Zhytomyr
region, Ukraine</FONT></H3>
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				<P ALIGN=CENTER>Anatoly Samoilenko was born in western Ukraine.
				He graduated from Kiev University in 1960 and was appointed to
				the Institute of Mathematics of the Academy of Sciences of the
				Ukraine in Kiev. He also taught at the University of Kiev from
				1967. In 1988 Samoilenko was appointed Director of the Institute
				of Mathematics in Kiev. 
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				<P ALIGN=CENTER>Samoilenko worked on both linear and nonlinear
				ordinary differential equations. In the 1960s he studied
				nonlinear ordinary differential equations with impulsive action.
				With contributions from M Perestiuk, Samoilenko put the
				application of asymptotic methods to solve discontinuous and
				impulsive systems on a rigorous foundation. This work continued
				over a long period and was written up in an important joint
				monograph in 1987. 
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				<P ALIGN=CENTER>Petryshyn writes in : 
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				<BLOCKQUOTE STYLE="text-align: center"><I>His most original
				contribution was the numeric-analytic method for the study of
				periodic solutions of differential equations with periodic right
				hand side. A monograph on the method of accelerated convergence,
				written jointly by Samoilenko, N Bogoliubov, and Yu Mytropolky in
				1969, gives an exhaustive analysis of the speed of convergence,
				error estimates, stability, and applications. </I>
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				<P ALIGN=CENTER>Samoilenko was to undertake several joint
				projects with Mytropolsky who was the Director of the Institute
				of Mathematics in Kiev where he worked. In addition to the work
				mentioned above they worked jointly on the theory of
				multifrequency oscillation, then later on a system of
				evolutionary equations with periodic and conditional periodic
				coefficients. This last work was done in collaboration with D
				Martyniuk and the three of them published a monograph on their
				results in 1984. 
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