Representations of vertex operator algebras and superalgebras by Wang, Weiqiang

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Anomalous symmetries of classifiable C*-algebras by Girón Pacheco, S

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New techniques in nuclear magnetic resonance by Levitt, M, Levitt, Malcolm Harris

“…In the case of certain symmetrical composite pulses, operator algebra can be used to understand their overall effect in the presence of pulse imperfections, suggesting their use in such critical applications as multiple spin echo trains. …”

Emergent Times in Holographic Duality by Leutheusser, Samuel Aaron Wehlau

“…A key element is the emergence, in the large N limit of the boundary theory, of a type III1 von Neumann algebraic structure from the type I boundary operator algebra and the half-sided modular translation structure associated with it. …”
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Geometric Langlands in prime characteristic by Chen, Tsao-Hsien

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Contextuality and noncommutative geometry in quantum mechanics by de Silva, N

“…<p>It is argued that the geometric dual of a noncommutative operator algebra represents a notion of <em>quantum state space</em> which differs from existing notions by representing observables as maps from states to outcomes rather than from states to distributions on outcomes. …”

Investigations of open-shell open-shell Van der Waals complexes by Economides, G

“…Moreover, we were able to predict and analyse the fine and hyperfine structure of the Ne-NO2 spectrum using spherical tensor operator algebra and the results of our dynamics calculations.…”

The poisson process in quantum stochastic calculus by Pathmanathan, S

“…This construction only uses operator algebra theory and makes no a priori use of Poisson measures. …”

Some problems in functional analysis by Evans, D, Evans, David Emrys

“…<p>The first part of this thesis is a study of strongly continuous (or weakly) continuous one parameter semigroups and groups of bounded linear maps on Banach spaces, their perturbation and scattering, paying particular attention to operator algebras.</p> <p>CHAPTER 1. We develop the spectral theory of derivations and groups of automorphisms on operator algebras, and study their relationships. …”

The SCFT/VOA correspondence for twisted class S by Nair, SS

“…A remarkably uniform construction of these vertex operator algebras has been put forward by Tomoyuki Arakawa in [Ara18]. …”

Ergodic and algebraic properties of transfer operators for products of random matrices by Wang, F

“…The possibility of further generalising the algorithm using the theory of operator algebras is discussed in the last chapter.</p>…”

Some problems in algebraic topology by Holtzman, D

Modular invariance for vertex operator superalgebras by Van Ekeren, Jethro (Jethro William)

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Quantum geometric Langlands correspondence in positive characteristic: the GLN case by Travkin, Roman (Roman Mikhailovich)

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G-structures and superstrings from the worldsheet by Fiset, M

“…In the first part of the thesis, we describe these connections within the formalism of operator algebras. We also realise the superconformal algebra for G₂ by combining Odake and free algebras following closely the recent mathematical construction of twisted connected sum G₂ manifolds. …”