A new scaling limit for Christoffel-Darboux kernels with movable starting point yields clock spacing analogs for two-sided Jacobi matrices under pointwise reflectionlessness, plus a new class of mixed limit kernels without it.
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Clock spacing for two-sided Jacobi matrices
A new scaling limit for Christoffel-Darboux kernels with movable starting point yields clock spacing analogs for two-sided Jacobi matrices under pointwise reflectionlessness, plus a new class of mixed limit kernels without it.