3 problems

Minkowski's ratio-measure power-law convergence conjecture. There exist two positive constants $A,B$ such that

Minkowski's measure power-law Jacobi convergence conjecture. There exist two positive constants $A,B$ such that

Minkowski's measure Nevai-class conjecture. The measure $\mu$ belongs to the Nevai class $N(\frac14,\frac12)$, equivalently its Jacobi coefficients have the limiting values…