Continuous measurement on a causal set with and without a boundary
Roman Sverdlov

TL;DR
This paper explores modeling scalar fields on unbounded causal sets and introduces a continuous measurement framework within this context, challenging previous boundary assumptions.
Contribution
It removes the boundary assumption in causal set models and proposes a novel continuous measurement approach for scalar fields.
Findings
Scalar field action modeled without boundary constraints
Introduction of a continuous measurement model for causal sets
Potential implications for quantum gravity research
Abstract
The purpose of this paper is two-fold. First, we would like to get rid of common assumption that causal set is bounded and attempt to model its scalar field action under the assumption that it isn't. Secondly, we would like to propose continuous measurement model in this context.
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Taxonomy
TopicsQuantum Mechanics and Applications · Quantum Information and Cryptography · Philosophy and History of Science
