Bruce A Watson

collaborators

3 papers

math.FA2026

The Stein-Chen method and a Law of Small Numbers in Riesz Spaces

Wen-Chi Kuo, Nigel Musara, Bruce A. Watson

Martingales, Markov processes and Laws of Large Numbers have been well studied in the Riesz space (vector lattice) setting. There has, however, been no attention given in the Riesz…

math.FA2026

The $T$ -strong duals of $L^{1} (T)$ and $L^{\infty} (T)$

Florian Boisen, Anke Kalauch, Wen-Chi Kuo +2

For a conditional expectation operator $T$ on a Dedekind complete Riesz space, we give representations of the $T$ -strong duals of $L^{1} (T)$ and $L^{\infty} (T)$ . The representation for…

math.DS2025

A Kakutani-Rokhlin decomposition for conditionally ergodic process in the measure-free setting of vector lattices

Youssef Azouzi, Marwa Masmoudi, Bruce Alastair Watson

Recently the Kac formula for the conditional expectation of the first recurrence time of a conditionally ergodic conditional expectation preserving system was established in the me…

The Stein-Chen method and a Law of Small Numbers in Riesz Spaces

The T-strong duals of L1(T) and L∞(T)

A Kakutani-Rokhlin decomposition for conditionally ergodic process in the measure-free setting of vector lattices

The $T$ -strong duals of $L^{1} (T)$ and $L^{\infty} (T)$