Tag Archives: multivariable operator theory

The remarkable Hilbert space H^2 (part III – three open problems)

This is the last in the series of three posts on the d–shift space, which accompany/replace the colloquium talk I was supposed to give. The first two parts are available here and here. In this post I will discuss three open problems that I have been thinking about, which are formulated within the setting of $latex H^2_d$.

Continue reading The remarkable Hilbert space H^2 (part III – three open problems)

The remarkable Hilbert space H^2 (Part II – multivariable operator theory and model theory)

This post is the second post in the series of posts on the d–shift space, a.k.a. the Drury–Arveson space, a.k.a. $latex H^2_d$ (see this previous post about the space $latex H^2$).

Continue reading The remarkable Hilbert space H^2 (Part II – multivariable operator theory and model theory)