In algebraic topology, the Dold-Thom theorem states that the homotopy groups of the infinite symmetric product of a connected CW complex are the same...

called Thom spaces, characteristic classes, cobordism theory, and the Thom transversality theorem. Another example of this line of work is the Thom conjecture...

periodicity theorem (homotopy theory) Brown's representability theorem (homotopy theory) Cellular approximation theorem (algebraic topology) Dold–Thom theorem (algebraic...

the James reduced product. One of its essential applications is the Dold-Thom theorem, stating that the homotopy groups of the infinite symmetric product...

Albrecht Dold (5 August 1928 – 26 September 2011) was a German mathematician specializing in algebraic topology who proved the Dold–Thom theorem, the Dold–Kan...

point theorem Cellular approximation theorem Dold–Thom theorem Eilenberg–Ganea theorem Eilenberg–Zilber theorem Freudenthal suspension theorem Hurewicz...

One of the main applications of quasifibrations lies in proving the Dold-Thom theorem. A continuous surjective map of topological spaces p: E → B is called...

instance higher homotopy groups are abelian. Universal coefficient theorem Dold–Thom theorem See also: Characteristic class, Postnikov tower, Whitehead torsion...

of the Dold–Thom theorem, which can be thought of as the k=0 case of Almgren's (1962a (ver. PhD thesis),1962b (ver. Topology (Elsevier)) theorem. The isomorphism...

  The de Rham theorem gives an explicit isomorphism between the de Rham cohomology and the singular cohomology. Dold The Dold–Thom theorem. Eckmann–Hilton...

result is a generalization of the Dold–Thom theorem, which can be thought of as the k=0 case of Almgren's theorem. Existence of non-trivial homotopy...

Theorem 3.5; Dold (1972), Proposition VIII.3.3 and Corollary VIII.3.4. Dold 1972, Propositions IV.8.12 and V.4.11. Hatcher 2001, Theorem 3.11. Thom 1954...

Algebraic Topology. NY: Cambridge University Press. ISBN 0-521-79160-X. Dold, Albrecht; Thom, René (1958). "Quasifaserungen und Unendliche Symmetrische Produkte"...

Structure du groupe orthogonal, d'après T. Tamagawa (orthogonal group) Albrecht Dold, Les foncteurs dérivés d'un foncteur non-additif (derived functors) Roger...