PDE CDT Technical Reports

PDE-CDT 16.01 - Ergodic Backward Stochastic Difference Equations- Andrew L Allan and Samuel N Cohen

PDE-CDT 17.01 - Stochastic evolution equations for large portfolios of stochastic volatility models - Ben Hambly and Nikolaos Kolliopoulos

PDE-CDT 17.02 - On critical Lp- differentiability of BD-maps - Franz Gmeineder and Bogdan Raita

PDE-CDT 18.01 - L1-ESTIMATES AND A-WEAKLY DIFFERENTIABLE FUNCTIONS  - Bogdan Raita

PDE-CDT 18.02 - VANISHING VISCOSITY APPROACH TO THE COMPRESSIBLE EULER EQUATIONS FOR TRANSONIC NOZZLE AND SPHERICALLY SYMMETRIC FLOWS - Gui-Qiang G Chen and Matthew Schrecker

PDE-CDT 18.03 - STABILITY OF STEADY MULTI-WAVE CONFIGURATIONS FOR THE FULL EULER EQUATIONS OF COMPRESSIBLE FLUID FLOW - Gui-Qiang G Chen and Matthew Rigby

PDE-CDT 18.04 - Fast mean-reversion asymptotics for large portfolios of stochastic volatility models - Nikolaos Kolliopoulos

PDE-CDT 18.05 - EXTREMAL RANK-ONE CONVEX INTEGRANDS AND A CONJECTURE OF ŠVERÁK - André Guerra

PDE-CDT 19.01 - Large data decay of Yang-Mills-Higgs fields on Minkowski and de Sitter spacetimes - Grigalius Taujanskas

PDE-CDT 20.01 - AUGMENTED LAGRANGIAN PRECONDITIONERS FOR THE OSEEN–FRANK MODEL OF CHOLESTERIC LIQUID CRYSTALS - JINGMIN XIA, PATRICK E. FARRELL, AND FLORIAN WECHSUNG

PDE-CDT 20.02 - FINITE ELEMENT APPROXIMATION OF ELLIPTIC HOMOGENIZATION PROBLEMS IN NONDIVERGENCE-FORM - Yves Capdeboscq, Timo Sprekeler and Endre Suli

PDE-CDT 20.03 - Conformal scattering of the Maxwell-scalar eld system on de Sitter space - Grigalius Taujanskas

PDE-CDT 20.04 - Augmented saddle point formulation of the steady-state Stefan–Maxwell diffusion problem - Alexander Van-Brunt and Charles W. Monroe

 

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PDF icon PDECDT 16.01.pdf498.26 KB
PDF icon PDECDT 17.02.pdf373.32 KB
PDF icon PDECDT 18.02.pdf362.09 KB
PDF icon PDECDT 18.03.pdf512.95 KB
PDF icon PDECDT 18.04.pdf504.93 KB
PDF icon PDECDT 18.05.pdf708.21 KB
PDF icon PDECDT 19.01.pdf919.11 KB
PDF icon PDECDT 20.01.pdf5.62 MB
PDF icon PDECDT 20.02.pdf637.95 KB
PDF icon PDECDT 20.03.pdf953.47 KB
PDF icon PDECDT 20.04.pdf1.72 MB