- In mathematics,
Sendov's conjecture,
sometimes also
called Ilieff's conjecture,
concerns the
relationship between the
locations of
roots and
critical points...
-
Hristov Sendov (Bulgarian: Благовест Сендов; 8
February 1932 – 19
January 2020) was a
Bulgarian mathematician,
diplomat and politician.
Sendov was born...
- some
nonzero function has
integrals that
vanish over
every congruent copy
Sendov's conjecture: if a
complex polynomial with
degree at
least 2 {\displaystyle...
-
estimate W ( k ) = O ( k 2 k ) {\displaystyle W(k)=O(k^{2k})} , and in 1982,
Sendov proved that W ( k ) ≤ ( k + 1 ) k k {\displaystyle W(k)\leq (k+1)k^{k}}...
-
equivalent to the
Riemann hypothesis, is nonnegative. In 2020, Tao
proved Sendov's conjecture,
concerning the
locations of the
roots and
critical points of...
-
critical points are real and are
between the
greatest and
smallest roots.
Sendov's conjecture ****erts that, if all of a function's
roots lie in the unit disk...
-
Archived from the
original on July 16, 2014.
Retrieved February 12, 2014.
Sendov, Blagovest; Stanchev, Ivan (May 17, 2014).
Children in the
Information Age:...
- theorem, a
refinement of Gauss–Lucas
theorem for
polynomials of
degree three Sendov's conjecture, a
conjectured refinement of Gauss-Lucas
theorem zero at infinity...
- 8..962W. doi:10.1063/1.1705306. Hall 2015
Theorem 5.4 Lewis,
Adrian S.;
Sendov,
Hristo S. (2001). "Twice
differentiable spectral functions" (PDF). SIAM...
-
classification of
annihilated fields. As
concerns complex polynomials, he
tackled Sendov’s conjecture on
zeros and
critical points of
complex polynomials in one variable...
