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20222026
most citedAlgorithmic Computability and Approximability of Capacity-Achieving Input Distributions

23 citations · 23 across the 8 of their papers we have counts for

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cs.IT2025

Continuously Ordered Hierarchies of Algorithmic Information in Digital Twinning and Signal Processing

Yannik N. Böck, Holger Boche, Frank H. P. Fitzek

We consider a fractional-calculus example of a continuous hierarchy of algorithmic information in the context of its potential applications in digital twinning. Digital twinning re…

cs.IT2025

Characterization of the Arithmetic Complexity of the Secrecy Capacity of Fast-Fading Gaussian Channels

Holger Boche, Andrea Grigorescu, Rafael F. Schaefer +1

This paper studies the computability of the secrecy capacity of fast-fading wiretap channels from an algorithmic perspective, examining whether it can be computed algorithmically o…

cs.IT2024

Finite Blocklength Performance of Capacity-achieving Codes in the Light of Complexity Theory

Holger Boche, Andrea Grigorescu, Rafael F. Schaefer +1

Since the work of Polyanskiy, Poor and Verdú on the finite blocklength performance of capacity-achieving codes for discrete memoryless channels, many papers have attempted to find…

cs.IT2023

Characterization of the Complexity of Computing the Capacity of Colored Noise Gaussian Channels

Holger Boche, Andrea Grigorescu, Rafael F. Schaefer +1

This paper explores the computational complexity involved in determining the capacity of the band-limited additive colored Gaussian noise (ACGN) channel and its capacity-achieving…

cs.IT2022★ 23 cited

Algorithmic Computability and Approximability of Capacity-Achieving Input Distributions

Holger Boche, Rafael F. Schaefer, H. Vincent Poor

The capacity of a channel can usually be characterized as a maximization of certain entropic quantities. From a practical point of view it is of primary interest to not only comput…