Semantic rate-distortion theory shows that under closure fidelity the rate-distortion function depends only on the irredundant core, yielding zero-distortion rates strictly below classical entropy and semantic leverage in source-channel coding.
A mathematical theory of communication
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Quantum neural estimators achieve minimax-optimal copy complexity O(|Θ(U)| d / ε²) with sub-Gaussian concentration for measured Rényi relative entropies on density pairs with bounded Thompson metric.
A case study applying SPI, SWD/JTAG, UART, and clip-based methods to acquire and validate firmware images from HS175D, HS720, and HS360S drones, producing usable images with identifiable OS components and known vulnerabilities.
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Semantic Rate-Distortion Theory: Deductive Compression and Closure Fidelity
Semantic rate-distortion theory shows that under closure fidelity the rate-distortion function depends only on the irredundant core, yielding zero-distortion rates strictly below classical entropy and semantic leverage in source-channel coding.
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Performance Guarantees for Quantum Neural Estimation of Entropies
Quantum neural estimators achieve minimax-optimal copy complexity O(|Θ(U)| d / ε²) with sub-Gaussian concentration for measured Rényi relative entropies on density pairs with bounded Thompson metric.
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A Multi-Interface Firmware Acquisition and Validation Methodology for Low-Cost Consumer Drones: A Case Study on Three Holy Stone Platforms
A case study applying SPI, SWD/JTAG, UART, and clip-based methods to acquire and validate firmware images from HS175D, HS720, and HS360S drones, producing usable images with identifiable OS components and known vulnerabilities.