JournalsdmVol. 3Volume 3 (1998) Documenta MathematicaOApp. 1–14The minimum principle from a Hamiltonian point of viewPeter Heinznerpp. 15–26Simple models of quasihomogeneous projective 3-foldsStefan Kebekuspp. 27–133Classical Motivic Polylogarithm According to Beilinson and DeligneAnnette HuberJörg Wildeshauspp. 135–148An alternative proof of Scheiderer's theorem on the Hasse principle for principal homogeneous spacesVladimir Chernousovpp. 149–187Partition regular systems of linear inequalitiesMeike Schäfflerpp. 189–214On 14-dimensional quadratic forms in I3, 8-dimensional forms in I2, and the common value propertyDetlef W. HoffmannJean-Pierre Tignolpp. 215–230Metrics on states from actions of compact groupsMarc A. Rieffelpp. 231–259On the cyclic homology of ringed spaces and schemesBernhard Kellerpp. 261–272Which moments of a logarithmic derivative imply quasiinvarianceMichael ScheutzowHeinrich von Weizsäckerpp. 273–284Global quadratic units and Hecke algebrasHaruzo Hidapp. 285–296A note on the global Langlands conjecture.Erez M. Lapidpp. 297–299Correction to the paper “Classical motivic polylogarithm according to Beilinson and Deligne”Jörg WildeshausAnnette Huberpp. 301–319Local heights on Abelian varieties and rigid analytic uniformizationAnnette Wernerpp. 321–332Chern classes of fibered products of surfacesMina Teicherpp. 333–340Long range diffusion reaction model on population dynamicsM.S. Abual-Rubpp. 341–351Motivic equivalence of quadratic formsOleg T. Izhboldinpp. 353–364Stability of matter for the Hartree-Fock functional of the relativistic electron-positron fieldVolker BachJean-Marie BarbarouxBernard HelfferHeinz Siedentop
pp. 27–133Classical Motivic Polylogarithm According to Beilinson and DeligneAnnette HuberJörg Wildeshaus
pp. 135–148An alternative proof of Scheiderer's theorem on the Hasse principle for principal homogeneous spacesVladimir Chernousov
pp. 189–214On 14-dimensional quadratic forms in I3, 8-dimensional forms in I2, and the common value propertyDetlef W. HoffmannJean-Pierre Tignol
pp. 261–272Which moments of a logarithmic derivative imply quasiinvarianceMichael ScheutzowHeinrich von Weizsäcker
pp. 297–299Correction to the paper “Classical motivic polylogarithm according to Beilinson and Deligne”Jörg WildeshausAnnette Huber
pp. 353–364Stability of matter for the Hartree-Fock functional of the relativistic electron-positron fieldVolker BachJean-Marie BarbarouxBernard HelfferHeinz Siedentop
