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Small-constant $A_\infty$ results for parabolic operators with weak Dahlberg–Kenig–Pipher conditions
The setting is that of parabolic operators of type $\mathcal{L}$ in the upper half-space, with coefficients satisfying a weak, also called $L^2$ , Dahlberg–Kenig–Pipher condition;…
Conjectureopenelliptic-pde harmonic-analysis parabolic-measurearXiv posted 2 days ago

Small-constant A∞A_\inftyA∞​ results for parabolic operators with weak Dahlberg–Kenig–Pipher conditions