Connections with skew-symmetric Ricci tensor on surfaces
Andrzej Derdzinski (Ohio State University)

TL;DR
This paper extends known results on torsionfree connections with skew-symmetric Ricci tensor on surfaces to include connections with torsion and simplifies Wong's canonical coordinate form for these connections.
Contribution
It generalizes existing theories to torsion connections and provides a simplified canonical coordinate form for such connections.
Findings
Extended results to connections with torsion.
Simplified Wong's canonical coordinate form.
Enhanced understanding of skew-symmetric Ricci tensor connections.
Abstract
Some known results on torsionfree connections with skew-symmetric Ricci tensor on surfaces are extended to connections with torsion, and Wong's canonical coordinate form of such connections is simplified.
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