Quasitoric totally normally split representatives in unitary cobordism ring
classification
🧮 math.AT
keywords
cobordismunitarynormallyquasitoricringsplittotallybuchstaber-panov-ray
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The present paper generalises the results of Ray and Buchstaber-Ray, Buchstaber-Panov-Ray in unitary cobordism theory. I prove that any class $x\in \Omega^{*}_{U}$ of the unitary cobordism ring contains a quasitoric totally normally and tangentially split manifold.
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