Mitsunobu Tsutaya

Finiteness of An-equivalence types of gauge groups

Let

On p-local homotopy types of gauge groups

B

A note on homotopy types of connected components of Map(S[4], B SU(2))

be a finite CW complex and

MAPPING SPACES FROM PROJECTIVE SPACES

G

SAMELSON PRODUCTS in p-REGULAR SO(2n) and ITS HOMOTOPY NORMALITY

a compact connected Lie group. We show that the number of gauge groups of principal

Infiniteness of A∞-types of gauge groups

G

Mod p decompositions of gauge groups

-bundles over

The homotopy types of G2-gauge groups

B

Higher homotopy commutativity in localized Lie groups and gauge groups

is finite up to

A short proof for tc(K) = 4

A_n