Since the work of Bershadsky and Ooguri and Feigin and Frenkel it is well known that correlators of SL(2) current algebra for admissible representations should reduce to correlators for conformal minimal models. A precise proposal for this relation has been given at the level of correlators: When SL(2) primary fields are expressed as φj(zn, xn) with xn being a variable to keep track of the SL(2...

This work focuses on the well-posedness of abstract stochastic linear systems with boundary input delay and unbounded observation operators. We use product spaces a semigroup approach to reformulate such into free-delay distributed control gives us opportunity concept admissible operators as well Yosida extensions prove existence uniqueness solution process provide an estimation in relation ini...

Traversability in relation with tides across thin-shell wormholes is analyzed. Conditions for a safe travel through wormhole throat are established terms of the parameters characterizing geometries and reasonable assumptions regarding travellers motion. Most convenient turn to include physically interesting example connecting locally flat submanifolds as those associated gauge cosmic strings. A...

We study the surface defect in $\mathcal{N}=2^*$ $U(N)$ gauge theory four dimensions and its relation to quantum Hall states two dimensions. first prove that partition function becomes Jack polynomial of variables describing brane positions by imposing Higgsing condition taking bulk decoupling limit. Further tuning adjoint mass parameter, we may obtain various fractional states, including Laugh...

Our aim is to study duality of fractional ideals with respect a fixed ideal and investigate the relationship between value sets pairs dual in admissible rings, class rings that contains local algebraic curves at singular points. We characterize canonical by means symmetry relation lengths certain quotients associated pair ideals. In particular, we extend among absolute relative maximals values ...

We propose a Bayesian approach to test the New Keynesian Phillips Curve (NKPC) both as an exact relation and as a noisy/potentially misspecified model. We do so in order to reconcile the contradicting evidence that the NKPC is rejected by a Wald test but nevertheless it provides a good approximation of inflation dynamics. We apply the proposed approach to US and EMU data. When the NKPC is teste...

In this paper, we introduce admissible vectors of covariant representations of a dynamical system which are extensions of the usual ones, and compare them with each other. Also, we give some sufficient conditions for a vector to be admissible vector of a covariant pair of a dynamical system.  In addition, we show the existence of Parseval frames for some special subspaces of $L^2(G)$ related to...