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Kaustubh Wagh

Publications and source records attributed to Kaustubh Wagh.

2 recordsLinked to original sources

Cruise Ship-Associated Andes Virus Cluster aboard MV Hondius, 2026: A Stochastic Scenario Analysis

In April 2026, the MV Hondius expedition cruise ship became the site of the first documented cruise ship-associated Andes hantavirus (ANDV) cluster, with 13 confirmed and probable cases and 3 deaths among 149 passengers and crew. We applied a stochastic epidemic model to evaluate four embarkation scenarios under reproductive numbers anchored to published ANDV estimates. Scenario D, involving two latent infected persons at embarkation, was most consistent with the observed outbreak, yielding P(final size >= 13) = 11.6% and P(takeoff) = 58.5% at R0 = 2.12. Approximate Bayesian computation provided complementary support for multiple latent infections at embarkation, especially E1(0)=1 and E3(0)=2, but R0 remained weakly identifiable. A day-35 transmission reduction changed takeoff probability little in this counterfactual model. Findings support exposure-history assessment, early onboard surveillance, rapid isolation of symptomatic cases, and postdisembarkation monitoring for travelers from ANDV-endemic regions.

q-bio.PE

Quantifying incompatibility beyond entropic uncertainty

We study two operational approaches to quantifying incompatibility that depart significantly from the well known entropic uncertainty relation (EUR) formalism. Both approaches result in incompatibility measures that yield non-zero values even when the pair of incompatible observables commute over a subspace, unlike EURs which give a zero lower bound in such cases. Here, we explicitly show how these measures go beyond EURs in quantifying incompatibility: For any set of quantum observables, we show that both incompatibility measures are bounded from below by the corresponding EURs for the Tsallis ($T_{2}$) entropy. We explicitly evaluate the incompatibility of a pair of qubit observables in both operational scenarios. We also obtain an efficiently computable lower bound for the mutually incompatibility of a general set of observables.

quant-ph