Journal of Hyperbolic Differential Equations

MOST READ ARTICLES

• Small-data shock formation in solutions to 3D quasilinear wave equations: An overview

  • Gustav Holzegel
  ,
  • Sergiu Klainerman
  ,
  • Jared Speck
  and
  • Willie Wai-Yeung Wong

  Vol. 13, No. 01

• On a hyperbolic system arising in liquid crystals modeling

  • Eduard Feireisl
  ,
  • Elisabetta Rocca
  ,
  • Giulio Schimperna
  and
  • Arghir Zarnescu

  Vol. 15, No. 01

• New structural conditions on decay property with regularity-loss for symmetric hyperbolic systems with non-symmetric relaxation

  • Yoshihiro Ueda
  ,
  • Renjun Duan
  and
  • Shuichi Kawashima

  Vol. 15, No. 01

• Uniform regularity for free-boundary Navier–Stokes equations with surface tension

  • Tarek Elgindi
  and
  • Donghyun Lee

  Vol. 15, No. 01

• On the compactness of finite energy weak solutions to the quantum Navier–Stokes equations

  • Paolo Antonelli
  and
  • Stefano Spirito

  Vol. 15, No. 01

• Singularities of axially symmetric time-like minimal submanifolds in Minkowski space

  • Willie Wai Yeung Wong

  Vol. 15, No. 01

MOST CITED ARTICLES

• DELTA SHOCK WAVES AS A LIMIT OF SHOCK WAVES

  • DARKO MITROVIĆ
  and
  • MARKO NEDELJKOV

  Vol. 04, No. 04

• THE CAUCHY PROBLEM FOR CONSERVATION LAWS WITH A MULTIPLICATIVE STOCHASTIC PERTURBATION

  • CAROLINE BAUZET
  ,
  • GUY VALLET
  and
  • PETRA WITTBOLD

  Vol. 09, No. 04

• A counterexample to well-posedness of entropy solutions to the compressible Euler system

  • Elisabetta Chiodaroli

  Vol. 11, No. 03

• GLOBAL SMOOTH FLOWS FOR THE COMPRESSIBLE EULER–MAXWELL SYSTEM: THE RELAXATION CASE

  • RENJUN DUAN

  Vol. 08, No. 02

• INHOMOGENEOUS STRICHARTZ ESTIMATES

  • DAMIANO FOSCHI

  Vol. 02, No. 01

• GLOBAL WELL-POSEDNESS OF THE BENJAMIN–ONO EQUATION IN H¹(R)

  • TERENCE TAO

  Vol. 01, No. 01

• Small-data shock formation in solutions to 3D quasilinear wave equations: An overview

  • Gustav Holzegel
  ,
  • Sergiu Klainerman
  ,
  • Jared Speck
  and
  • Willie Wai-Yeung Wong

  Vol. 13, No. 01

• OPTIMAL ENTROPY SOLUTIONS FOR CONSERVATION LAWS WITH DISCONTINUOUS FLUX-FUNCTIONS

  • ADIMURTHI
  ,
  • SIDDHARTHA MISHRA
  and
  • G. D. VEERAPPA GOWDA

  Vol. 02, No. 04

• FROM THE KLEIN–GORDON–ZAKHAROV SYSTEM TO THE NONLINEAR SCHRÖDINGER EQUATION

  • NADER MASMOUDI
  and
  • KENJI NAKANISHI

  Vol. 02, No. 04