- In algebra, a
Mignotte bound can
refer to a
bound on
coefficients of
factor polynomials, see Landau-
Mignotte bound,
Mignotte's separation bound for zeros...
- In algebra, a Landau-
Mignotte bound (sometimes only
referred to as
Mignotte's bound) is one of a
family of
inequalities concerning a
univariate integer...
-
utilize essentially this idea, the
Mignotte and A****h–Bloom schemes,
which are
explained below. As said before, the
Mignotte threshold secret sharing scheme...
- and
algebraic com****tion (Vol. 4).
Springer Science &
Business Media.
Mignotte, M. (2012).
Mathematics for
computer algebra.
Springer Science & Business...
-
finite number of
perfect power Fibonacci numbers. In 2006, Y. Bugeaud, M.
Mignotte, and S.
Siksek proved that 8 and 144 are the only such non-trivial perfect...
-
Tijdeman 1986.
Saradha &
Srinivasan 2008, p. 211. Bugeaud,
Mignotte &
Siksek 2006. Bugeaud, Y.;
Mignotte, M.; Siksek, S. (2006). "classical and
modular approaches...
- b + b2 +...+ bq-1 with b, n, t > 1 and q > 2. Yann
Bugeaud and
Maurice Mignotte conjecture that only
three perfect powers are
Brazilian repunits. They...
-
Profile Books. p. 124. ISBN 978-1-84765-351-2. Bilu, Yuri F.; Bugeaud, Yann;
Mignotte,
Maurice (2014). The
Problem of Catalan. Springer. OCLC 893117743. Metsänkylä...
- Grèves Sur les Grèves-Clos Sainte-Anne Aux Cras Le Bas des
Teurons Aux
Coucherias Clos de la Féguine Montée
Rouge La
Mignotte Clos des
Avaux Champs Pimont...
- the
original coefficients. This is not too far from the
general Landau-
Mignotte bound. Let n be odd, square-free, and
greater than 3. Then: 4 Φ n ( z )...
