A Borodin-Okounkov-Geronimo-Case identity for tilted Toeplitz minors

Leonid Petrov

We prove a Fredholm determinantal identity for the tilted Toeplitz minor $$D_N^{\hat{I}¾,\hat{I}¸}(\ddot{I}†):=\det [(\hat{I}{¸}_i\hat{I}{¾}_j\ddot{I}†{)}_{i-j}{]}_{i,j=1}^N,$$ generalizing the Borodin-Okou…