From the 1 of 6 linked papers with an AI index.
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A topological interpretation of numbers
Christoforos Neofytidis
The paper surveys recent results showing that any finite set containing zero can be realized as the set of mapping degrees between some n‑manifolds (for n ≥ 3), using constructions…
On -injectivity of self-maps in low dimensions
Christoforos Neofytidis
We show that all self-maps of non-zero degree of -manifolds not covered by and of Thurston geometric -manifolds and their connected sums not covered by $N\#(\#_{p\geq0}…
Strongly chiral rational homology spheres with hyperbolic fundamental groups
Christoforos Neofytidis
For each and any prime , we construct strongly chiral rational homology -spheres, which have real hyperbolic fundamental groups and o…
Maps between circle bundles: Fiber-preserving, Finiteness and Realization of mapping degree sets
Christoforos Neofytidis, Hongbin Sun, Ye Tian +2
Let be an oriented circle bundle over a closed oriented aspherical -manifold with Euler class , . We prove the following: (i) If e…
Pseudo-Anosov surfaces and Dynamics in 3-manifolds
Jason F. Manning, Christoforos Neofytidis
We determine which closed orientable -manifolds admit a self-homeomorphism restricting to a pseudo-Anosov map on an incompressible subsurface , which we call a pseudo-An…
Endomorphisms of mapping tori
Christoforos Neofytidis
We classify in terms of Hopf-type properties mapping tori of residually finite Poincaré Duality groups with non-zero Euler characteristic. This generalises and gives a new proof o…