JournalsrsmupVol. 142Volume 142 (2019) Rendiconti del Seminario Matematico della Università di Padovapp. 1–7Implications of the index of a fixed point subgroupErkan Murat Türkanpp. 9–36On some variational measures related to the wide Denjoy integral and its counterpartsPiotr Sworowskipp. 37–39Corrigendum and addendum to “Centralizers of finite subgroups in Hall’s universal group”Otto H. KegelMahmut Kuzucuoğlupp. 41–67Pure-minimal chain complexesLars Winther ChristensenPeder Thompsonpp. 69–80Groups with few self-centralizing subgroups which are not self-normalizingMahmoud HassanzadehZohreh Mostaghimpp. 81–91The maximal number of skew lines on Schur’s quarticJacqueline RojasDayane Lirapp. 93–102$ZR$ and rings of Witt vectors $W_{S}(R)$Christopher DeningerAnton Mellitpp. 103–134A necessary and sufficient condition for $C_{1}$-regularity of solutions of one-dimensional variational obstacle problemsJean-Philippe Mandallenapp. 135–143On the intersection of non-normal maximal subgroups of a finite groupZahra AghajariGholamreza R. Rezaeezadehpp. 145–179$π$-exponentials for generalized twisted ramified Witt vectorsShigeki Matsudapp. 181–209Enhanced Laplace transform and holomorphic Paley-Wiener-type theoremsChristophe Dubussypp. 211–259A Phragmén–Lindelöf property of viscosity solutions to a class of doubly nonlinear parabolic equations. Bounded caseTilak BhattacharyaLeonardo Marazzi

pp. 9–36On some variational measures related to the wide Denjoy integral and its counterpartsPiotr Sworowski

pp. 37–39Corrigendum and addendum to “Centralizers of finite subgroups in Hall’s universal group”Otto H. KegelMahmut Kuzucuoğlu

pp. 69–80Groups with few self-centralizing subgroups which are not self-normalizingMahmoud HassanzadehZohreh Mostaghim

pp. 103–134A necessary and sufficient condition for $C_{1}$-regularity of solutions of one-dimensional variational obstacle problemsJean-Philippe Mandallena

pp. 135–143On the intersection of non-normal maximal subgroups of a finite groupZahra AghajariGholamreza R. Rezaeezadeh

pp. 211–259A Phragmén–Lindelöf property of viscosity solutions to a class of doubly nonlinear parabolic equations. Bounded caseTilak BhattacharyaLeonardo Marazzi