activity
20052026
most citedStatistical properties of entropy production derived from fluctuation theorems

52 citations · 520 across the 129 of their papers we have counts for

collaborators

147 papers

cs.IT2026

Universal Random Coding for Successive Refinement of Individual Sequences Based on Lempel-Ziv Complexity

Neri Merhav

This work extends an earlier proposed universal random-coding ensemble for sample-wise lossy compression of individual sequences to the two-stage (successive-refinement) setting --…

cs.IT2026

Statistics of the Compression Ratio of a Variable-to-Variable Code: Exact Moments and Asymptotic Behavior

Neri Merhav

A variable-to-variable (V2V) length code parses a source sequence into phrases of variable length and maps each phrase to a binary codeword of, generally, a different random length…

cs.IT2026

Grouped Reverse Importance Sampling for the Partition Function

Neri Merhav

We introduce and analyze several grouped variants of the method of reverse importance sampling (RIS) for estimating a partition function from samples of the Boltzmann distribution…

cs.IT2026

Soft Covering via Hypothesis Testing: Typical-Code Exponents and Mismatched Detection

Neri Merhav

We study the typical-code (quenched) behavior of the false-alarm (FA) and missed-detection (MD) error exponents of the Neyman-Pearson test associated with soft covering, complement…

cs.IT2026

Soft Covering Through the Lens of Hypothesis Testing

Neri Merhav

We study the soft covering phenomenon through the lens of Neyman--Pearson hypothesis testing: given a channel output sequence , can one decide whether it was produced when the…

cs.IT2026

A Statistical-Physics Refinement of Soft Covering

Neri Merhav

We study the channel output distribution induced by a rate- random code via statistical physics. The partition function is $Z_n(β|\mathcal{C}) = \sum_{y^n}[P_{Y^n|\mathcal{C}}(y…