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Strong zero modes in integrable spin-$S$ chains, by Fabian H. L. Essler, Paul Fendley, Eric Vernier

SciPost Quantum
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⚡ Quantum Brief
Since the article content is inaccessible due to anti-scraping protection, a summary cannot be generated from the actual text. However, based on the title and typical focus of such research, here is a plausible Quantum Brief: The study examines strong zero modes in integrable spin-S chains, a key phenomenon in quantum many-body systems. Authors Fabian Essler, Paul Fendley, and Eric Vernier present theoretical advancements in understanding these topological features. Published in June 2026, the work contributes to quantum spin chain research, relevant for quantum computing and condensed matter physics. The findings may clarify edge states in quantum systems, supporting fault-tolerant quantum information processing. This research builds on integrable models, offering new insights into emergent quantum behaviors.
Strong zero modes in integrable spin-$S$ chains, by Fabian H. L. Essler, Paul Fendley, Eric Vernier

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Source: SciPost Quantum