Homotopy classes of maps between Knaster continua
Piotr Minc
Abstract
By a Knaster continuum we understand the inverse limit of copies of [0,1] with open bonding maps. We prove that for any two Knaster continua K1 and K2, there are 20 distinct homotopy types of maps of K1 onto K2 that map the endpoint of K1 to the endpoint of K2.
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