Orthogonality relations for bivariate Bernstein-SzegH{o} measures
classification
🧮 math.CV
math.CAmath.FA
keywords
measuresorthogonalityrelationsbernstein-szegbivariateassociatedcertainchristoffel-darboux
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The orthogonality properties of certain subspaces associated with bivariate Bernstein-Szeg\H{o} measures are considered. It is shown that these spaces satisfy more orthogonality relations than expected from the relations that define them. The results are used to prove a Christoffel-Darboux like formula for these measures.
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