Sudipta Ghosh, University of Notre Dame, Indiana, Steven Sivek, Imperial College London, United Kingdom, and Raphael Zentner, Durham University, United Kingdom

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Description
1. Introduction 2. Instanton Floer homology 3. Closed curves in the pillowcase 4. Pinching and the twisted $I$-bundle over the Klein bottle 5. Splicing knots in manifolds with $2$-torsion homology 6. Gluing complements of knots in sums of $\mathbb {RP}^{3}$ 7. Toroidal manifolds as unions of knot complements 8. Proof of Theorem 9. From $\mathbb {Z}/p\mathbb {Z}$ to $p$-torsion homology 10. Manifolds with $3$-torsion homology A. The surgery exact triangle in irreducible instanton homology
