
Explore advanced error-correcting codes, focusing on Ta-Shma's breakthrough and improved list-decoding algorithms that approach the Johnson bound for binary codes with optimal distance and rate.

Explores optimal constructions and lower bounds for limited feedback error-correcting codes, improving upon classical models for both error and erasure settings.

Explore advanced error-correcting code techniques, focusing on list decoding for Tanner and expander amplified codes, with insights from Shashank Srivastava's research.

Explores advancements in quantum computing using neutral atom arrays, demonstrating improved error correction and logical qubit processing for enhanced algorithmic performance.

Explore advanced concepts in error-correcting codes, focusing on Higher Order MDS Codes and their applications in data integrity and communication systems.

Explores advanced bounds for 3-query locally correctable binary linear codes, improving previous results using rainbow cycles in edge-colored graphs and covering radius of dual codes.

Explore algebraic techniques in algorithmic coding theory, focusing on error-correcting codes and their applications in computer science and information theory.

Explores LDPC codes' list-decoding capacity, discussing error correction, code families, and local properties of random linear codes. Presents new findings and open problems in coding theory.

Explore DNA as a revolutionary digital storage medium, its potential for long-term archiving, and recent advances in genome science for preserving vast amounts of information.

Innovative hash-based error detection and correction technique for DRAM, enabling efficient implementation of tagged memory architectures while maintaining strong data integrity protection.

Explore key recovery attacks on MDPC codes with CCA security, focusing on decoding errors and their implications for cryptographic systems.

Explore cryptography's role in distributed storage, focusing on error correction, local decoding, and private information retrieval. Learn about Reed-Solomon codes and their applications.

Explore projective Reed Muller codes with Sudhir Ghorpade, revisiting key concepts and recent developments in algebraic coding theory.

Explore cutting-edge algebraic attacks on the McEliece cryptosystem in this invited talk by Jean-Pierre Tillich at PQCrypto 2023.

Explore high dimensional expansion theory, from graph fundamentals to complex applications in error-correcting codes and PCPs, focusing on how local properties influence global behaviors in mathematical structures.