Behrens, S.; Kasprowski, D.; Powell, M.; Ray, A.: Skyscrapers are standard: the details. In: The disc embedding theorem, S. 407 - 445 (Hg. Behrens, S.; Kalmár, B.; Kim, M. H.; Powell, M.; Ray, A.). Oxford University Press, Oxford (2021)

Behrens, S.; Kim, M. H.: The Alexander gored ball and the Bing decomposition. In: The disc embedding theorem, S. 77 - 86 (Hg. Behrens, S.; Kalmár, B.; Kim, M. H.; Powell, M.; Ray, A.). Oxford University Press, Oxford (2021)

Behrens, S.; Miller, A. N.; Nagel, M.; Teichner, P.: The Schoenflies theorem after Mazur, Morse, and Brown. In: The disc embedding theorem, S. 45 - 62 (Hg. Behrens, S.; Kalmár, B.; Kim, M. H.; Powell, M.; Ray, A.). Oxford University Press, Oxford (2021)

Behrens, S.; Powell, M.: Architecture of infinite towers and skyscrapers. In: The disc embedding theorem, S. 211 - 215 (Hg. Behrens, S.; Kalmár, B.; Kim, M. H.; Powell, M.; Ray, A.). Oxford University Press, Oxford (2021)

Behrens, S.; Powell, M.: Replicable rooms and boundary shrinkable skyscrapers. In: The disc embedding theorem, S. 385 - 389 (Hg. Behrens, S.; Kalmár, B.; Kim, M. H.; Powell, M.; Ray, A.). Oxford University Press, Oxford (2021)

Behrens, S.; Powell, M.; Ray, A.: Context for the disc embedding theorem. In: The disc embedding theorem, S. 1 - 26 (Hg. Behrens, S.; Boldizsár, K.; Kim, M. H.; Powell, M.; Ray, A.). Oxford University Press, Oxford (2021)

Cui, X.; Kalmár, B.; Orson, P.; Sunukjian, N. S.: The Whitehead decomposition. In: The disc embedding theorem, S. 95 - 102 (Hg. Behrens, S.; Kalmár, B.; Kim, M. H.; Powell, M.; Ray, A.). Oxford University Press, Oxford (2021)

Davis, C. W.; Kalmár, B.; Kim, M. H.; Rüping, H.: Decomposition space theory and the Bing shrinking criterion. In: The disc embedding theorem, S. 63 - 75 (Hg. Behrens, S.; Kalmár, B.; Kim, M. H.; Powell, M.; Ray, A.). Oxford University Press, Oxford (2021)

Feller, P.; Powell, M.: Grope height raising and 1-storey capped towers. In: The disc embedding theorem, S. 239 - 251 (Hg. Behrens, S.; Kalmár, B.; Kim, M. H.; Powell, M.; Ray, A.). Oxford University Press, Oxford (2021)

Kasprowski, D.; Kim, M. H.: Mixed Bing-Whitehead decompositions. In: The disc embedding theorem, S. 103 - 113 (Hg. Behrens, S.; Kalmár, B.; Kim, M. H.; Powell, M.; Ray, A.). Oxford University Press, Oxford (2021)

Kasprowski, D.; Powell, M.: The collar adding lemma. In: The disc embedding theorem, S. 391 - 394 (Hg. Behrens, S.; Kalmár, B.; Kim, M. H.; Powell, M.; Ray, A.). Oxford University Press, Oxford (2021)

Kim, M. H.; Orson, P.; Park, J.; Ray, A.: Good groups. In: The disc embedding theorem, S. 273 - 282 (Hg. Behrens, S.; Kalmár, B.; Kim, M. H.; Powell, M.; Ray, A.). Oxford University Press, Oxford (2021)

Kim, M. H.; Orson, P.; Park, J.; Ray, A.: Open problems. In: The disc embedding theorem, S. 353 - 382 (Hg. Behrens, S.; Kalmár, B.; Kim, M. H.; Powell, M.; Ray, A.). Oxford University Press, Oxford (2021)

Mânzăţeanu, A.; Newton, R.; Ozman, E.; Sutherland, N.; Uysal, R. G.: The Hasse norm principle in global function fields. In: Women in numbers Europe III: research directions in number theory, S. 275 - 290 (Hg. Cojocaru, A. C.; Ionica, S.; Lorenzo García, E.). Springer, Cham (2021)

McCoy, D.; Park, J.; Ray, A.: Picture camp. In: The disc embedding theorem, S. 185 - 210 (Hg. Behrens, S.; Kalmár, B.; Kim, M. H.; Powell, M.; Ray, A.). Oxford University Press, Oxford (2021)

Meier, J.; Orson, P.; Ray, A.: Shrinking starlike sets. In: The disc embedding theorem, S. 115 - 129 (Hg. Behrens, S.; Kalmár, B.; Kim, M. H.; Powell, M.; Ray, A.). Oxford University Press, Oxford (2021)

Miller, A. N.; Powell, M.: Tower height raising and embedding. In: The disc embedding theorem, S. 253 - 270 (Hg. Behrens, S.; Kalmár, B.; Kim, M. H.; Powell, M.; Ray, A.). Oxford University Press, Oxford (2021)

Orson, P.; Powell, M.; Ray, A.: The s-cobordism theorem, the sphere embedding theorem, and the Poincaré conjecture. In: The disc embedding theorem, S. 283 - 293 (Hg. Behrens, S.; Kalmár, B.; Kim, M. H.; Powell, M.; Ray, A.). Oxford University Press, Oxford (2021)

Orson, P.; Powell, M.; Ray, A.: Surgery theory and the classification of closed, simply connected 4-manifolds. In: The disc embedding theorem, S. 331 - 351 (Hg. Behrens, S.; Kalmár, B.; Kim, M. H.; Powell, M.; Ray, A.). Oxford University Press, Oxford (2021)

Pellarin, F.: From the Carlitz exponential to Drinfeld modular forms. In: Arithmetic and geometry over local fields: VIASM 2018, S. 93 - 177 (Hg. Anglès, B.; Ngo Dac, T.). Springer, Cham (2021)