Abstract
For all continuous maps on –solvmanifolds, we give explicit formulas for a complete computation of the Nielsen type numbers and . The most general cases were explored by Heath and Keppelmann [Topology Appl. 76 (1997) 217–247] and the complementary part is studied in this paper. While studying the homotopy minimal periods of all maps on –solvmanifolds, we give a complete description of the sets of homotopy minimal periods of all such maps, including a correction to Jezierski, Kȩedra and Marzantowicz’s results in [Topology Appl. 144 (2004) 29–49].
Citation
Jong Bum Lee. Xuezhi Zhao. "Nielsen type numbers and homotopy minimal periods for maps on $3$–solvmanifolds." Algebr. Geom. Topol. 8 (1) 563 - 580, 2008. https://doi.org/10.2140/agt.2008.8.563
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