-
suspected the
insolvability of the quintics,
stated in his 1799
doctoral dissertation. The
first serious attempt at
proving the
insolvability of the quintic...
- Look up
solvable in Wiktionary, the free dictionary. In mathematics,
solvable may
refer to:
Solvable group, a
group that can be
constructed by compositions...
- ISBN 0-412-34550-1.
Discusses Galois Theory in
general including a
proof of
insolvability of the
general quintic. Jörg Bewersdorff,
Galois theory for beginners:...
-
practical systems that are
provably secure relative to the
solvability or
insolvability discrete log problem. As well as
being aware of
cryptographic history...
- Rosser, with his
dissertation On
Suborderings of
Degrees of
Recursive Insolvability.
Among his
notable students are
Lenore Blum,
Harvey Friedman, Sy Friedman...
-
primarily about sleuthing and the
processes used in
solving seemingly insolvable crimes,
during the 1930s, he
began to turn
increasingly to
stories that...
- MR 2110624, Zbl 1065.12001 Goldmakher, Leo, Arnold's
Elementary Proof of the
Insolvability of the
Quintic (PDF) Khovanskii,
Askold (2014),
Topological Galois Theory:...
-
audience member to
solve the
unsolvable version. To see that the
problem is
insolvable (when
starting with just one cup
upside down), it
suffices to concentrate...
-
solving of Fermat’s Last Theorem. "[It was] a
problem thought previously insolvable with a very
elegant solution: X² + Y² = Z².
Although I’m far from a mathematician...
- and the
possibility of
finding solutions to
problems that
before seemed insolvable. And by
complex situations we
include the
professional problems of diplomats...
