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Politarczyk, W.; Powell, M.; Ray, A.: From immersed disc to capped gropes. In: The disc embedding theorem, pp. 227 - 238 (Eds. Behrens, S.; Kalmár, B.; Kim, M. H.; Powell, M.; Ray, A.). Oxford University Press, Oxford (2021)

Powell, M.; Ray, A.: Intersection numbers and the statement of the disc embedding theorem. In: The disc embedding theorem, pp. 155 - 170 (Eds. Behrens, S.; Kalmár, B.; Kim, M. H.; Powell, M.; Ray, A.). Oxford University Press, Oxford (2021)

Powell, M.; Ray, A.: Gropes, towers and skyscrapers. In: The disc embedding theorem, pp. 171 - 184 (Eds. Behrens, S.; Kalmár, B.; Kim, M. H.; Powell, M.; Ray, A.). Oxford University Press, Oxford (2021)

Powell, M.; Ray, A.: Basic geometric constructions. In: The disc embedding theorem, pp. 217 - 226 (Eds. Behrens, S.; Kalmár, B.; Kim, M. H.; Powell, M.; Ray, A.). Oxford University Press, Oxford (2021)

Powell, M.; Ray, A.: The development of topological 4-manifold theory. In: The disc embedding theorem, pp. 295 - 330 (Eds. Behrens, S.; Kalmár, B.; Kim, M. H.; Powell, M.; Ray, A.). Oxford University Press, Oxford (2021)

Powell, M.; Ray, A.: Key facts about skyscrapers and decomposition space theory. In: The disc embedding theorem, pp. 395 - 398 (Eds. Behrens, S.; Kalmár, B.; Kim, M. H.; Powell, M.; Ray, A.). Oxford University Press, Oxford (2021)

Ray, A.: Outline of the upcoming proof. In: The disc embedding theorem, pp. 27 - 42 (Eds. Behrens, S.; Kalmár, B.; Kim, M. H.; Powell, M.; Ray, A.). Oxford University Press, Oxford (2021)

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Camere, C.: Moduli spaces of cubic threefolds and of irreducible holomorphic symplectic manifolds. In: Birational geometry and moduli spaces, pp. 13 - 27. Springer, Cham (2020)

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Patimo, L.: How to draw Soergel bimodules. In: Introduction to Soergel bimodules, pp. 239 - 256. Springer, Cham (2020)

Finkelberg, M.; Tsymbaliuk, A.: Multiplicative slices, relativistic Toda and shifted quantum affine algebras. In: Representations and Nilpotent Orbits of Lie Algebraic Systems, pp. 133 - 304. Birkhäuser, Cham (2019)

Manin, Y. I.: Time and periodicity from Ptolemy to Schrödinger: paradigm shifts vs continuity in history of mathematics. In: Geometry in history, pp. 129 - 138 (Eds. Dani, S.G.; Papadopoulos, A.). Springer, Cham (2019)

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Carrillo Rouse, P.: The Atiyah-Singer cobordism invariance and the tangent groupoid. In: Contributions of Mexican mathematicians abroad in pure and applied mathematics, pp. 21 - 29. American mathematical Society, Providence (2018)

Dumitrescu, O.; Mulase, M.: Lectures on the topological recursion for Higgs bundles and quantum curves. In: The Geometry, topology and physics of moduli spaces of Higgs bundles, pp. 103 - 198. World Scientific, Singapore (2018)

Garcia, S. R.; Luca, F.: On the difference in values of the Euler totient function near prime arguments. In: Irregularities in the distribution of prime numbers: from the era of Helmut Maier’s matrix method and beyond, pp. 69 - 96. Springer, Cham (2018)

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Jasso, G.; Külshammer, J.: Nakayama-type phenomena in higher Auslander–Reiten theory. In: Representations of algebras, pp. 79 - 98. American Mathematical Society, Providence, RI (2018)