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Mikhail (Misha)
Lyubich (born 25
February 1959 in Kharkiv, Ukraine) is a
mathematician who has made
important contributions to the
fields of holomorphic...
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original on
February 14, 2012.
Retrieved November 20, 2010. Selinger, Nikita;
Lyubich, Mikhail; Dudko,
Dzmitry (March 3, 2017).
Pacman renormalization and self-similarity...
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bifurcation locus are
called J-stable.
Alexandre E.
Eremenko and
Mikhail Yu.
Lyubich,
Dynamical properties of some
classes of
entire functions,
Annales de l'Institut...
- and
depend on him for
their protection from the law. At his
mansion in
Lyubich,
various misdeeds take
place and
rumours soon fly
around the neighbourhood...
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harmonic decomposition over Z 2 {\displaystyle \mathbb {Z} _{2}} .)
Yurii I.
Lyubich.
Introduction to the
Theory of
Banach Representations of Groups. Translated...
- Mathematicians,
August 21-29, 1990, Kyoto, ****an. Tokyo: Springer. pp. 889–900.
Lyubich,
Mikhail (1999). "Review of
Complex dynamics and
renormalization and Renormalization...
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methods were
discovered for
different parts of the proof,
aiding Mikhail Lyubich in
producing the
first complete non-numerical proof. The period-3 window...
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Introduction to
representation theory with
emphasis on Lie groups.
Yurii I.
Lyubich.
Introduction to the
Theory of
Banach Representations of Groups. Translated...
- and
Applied Mathematics (SIAM). pp. xxii+692. ISBN 978-0-89871-608-5.
Lyubich,
Yurii I. (1988).
Introduction to the
Theory of
Banach Representations...
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following sufficient condition for
strong stability is
called the Arendt–Batty–
Lyubich–Phong theorem: ****ume that T is bounded:
there exists a M ≥ 1 such that...
