JournalslemVol. 63, No. 1/2Volume 63, No. 1/2 (2017) L’Enseignement Mathématiquepp. 1–19Selberg’s central limit theorem for log ∣ζ(21+it)∣Maksym RadziwiłłKannan Soundararajanpp. 21–61On real and complex cubic curvesAraceli BonifantJohn Milnorpp. 63–153A survey of the GIT picture for the Yang–Mills equation over Riemann surfacesSamuel Trautweinpp. 155–164Sur l’exemple d’Euler d’une fonction complètement multiplicative de somme nulleJean-Pierre KahaneEric Saiaspp. 165–180An equivalence between pseudo-holomorphic embeddings into almost-complex Euclidean space and CR regular embeddings into complex spaceRafael Torrespp. 181–200Invariants of the special orthogonal group and an enhanced Brauer categoryGustav I. LehrerRuibin Zhangpp. 201–232Branched coverings and equivariant smoothings of 4-manifoldsSławomir KwasikReinhard Schultzpp. 233–247The Cartan–Hadamard Theorem for metric spaces with local geodesic bicombingsBenjamin Mieschpp. 249–250Commission Internationale de l’Enseignement Mathématiquepp. 1–18Bulletin bibliographique
pp. 63–153A survey of the GIT picture for the Yang–Mills equation over Riemann surfacesSamuel Trautwein
pp. 155–164Sur l’exemple d’Euler d’une fonction complètement multiplicative de somme nulleJean-Pierre KahaneEric Saias
pp. 165–180An equivalence between pseudo-holomorphic embeddings into almost-complex Euclidean space and CR regular embeddings into complex spaceRafael Torres
pp. 181–200Invariants of the special orthogonal group and an enhanced Brauer categoryGustav I. LehrerRuibin Zhang
pp. 201–232Branched coverings and equivariant smoothings of 4-manifoldsSławomir KwasikReinhard Schultz
pp. 233–247The Cartan–Hadamard Theorem for metric spaces with local geodesic bicombingsBenjamin Miesch
