New necessary and sufficient side conditions characterize exactly when Fujii-Wilson, reverse Hölder, B∞, Bp, and reverse Jensen conditions are equivalent for arbitrary Békollé-Bonami weights.
Martín-Reyes, and S heldy Ombrosi, On the A∞ conditions for general bases , Math
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Characterizations for arbitrary B\'ekoll\'e-Bonami weights
New necessary and sufficient side conditions characterize exactly when Fujii-Wilson, reverse Hölder, B∞, Bp, and reverse Jensen conditions are equivalent for arbitrary Békollé-Bonami weights.