- John
Willard Milnor (born
February 20, 1931) is an
American mathematician known for his work in
differential topology,
algebraic K-theory and low-dimensional...
-
Milnor conjecture may
refer to:
Milnor conjecture (K-theory) in
algebraic K-theory
Milnor conjecture (knot theory) in knot
theory Milnor conjecture (Ricci...
- In the
mathematical theory of knots, the Fáry–
Milnor theorem,
named after István Fáry and John
Milnor,
states that three-dimensional
smooth curves with...
- the
Milnor number,
named after John
Milnor, is an
invariant of a
function germ. If f is a complex-valued
holomorphic function germ then the
Milnor number...
- (hence the name "exotic"). The
first exotic spheres were
constructed by John
Milnor (1956) in
dimension n = 7 {\displaystyle n=7} as S 3 {\displaystyle S^{3}}...
- In mathematics,
Milnor maps are
named in
honor of John
Milnor, who
introduced them to
topology and
algebraic geometry in his book
Singular Points of Complex...
-
mathematical subject of
geometric group theory, the Švarc–
Milnor lemma (sometimes also
called Milnor–Švarc lemma, with both
variants also
sometimes spelling...
- mathematics,
especially differential topology and
cobordism theory, a Kervaire–
Milnor group is an
abelian group defined as the h-cobordism
classes of homotopy...
- mathematics,
Milnor K-theory is an
algebraic invariant (denoted K ∗ ( F ) {\displaystyle K_{*}(F)} for a
field F {\displaystyle F} )
defined by John
Milnor (1970)...
- In algebra, the
Milnor–Moore theorem,
introduced by John W.
Milnor and John C. Moore (1965)
classifies an
important class of Hopf algebras, of the sort...
