03 Mar 2002

Per Jakobsen  "Conditional probability spaces - 3".

On Thursday I will complete the current part of my lectures on conditional probability spaces. I will finish the description of the monoidal structure on the category of conditional probability spaces and start preparing the ground for the next set of lectures where I will introduce quantization in this probabilistic context. Quantization is a property of functors between monoidal categories and everything that is to be subject to quantization must therefore be formulated in terms of such functors. On Thursday I will introduce two functors. The first is the change of base functor and the second is the entropy functor.