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Author:   Svetla Petkova-Nikova ,  Daniel Panario
Publisher:   Springer International Publishing AG
Imprint:   Springer International Publishing AG
Volume:   15176
ISBN:  

9783031818233

ISBN 10:   3031818237
Pages:   294
Publication Date:   01 March 2025
Audience:   Professional and scholarly ,  Professional & Vocational
Format:   Paperback
Publisher's Status:   Active
Availability:   Manufactured on demand  
We will order this item for you from a manufactured on demand supplier.

Table of Contents

 .- Invited talks. .- The restricted decoding problem and its application to post-quantum cryptography. .- Algebraic curves over finite fields: rational points and birational invariants. .- An overview of mathematical problems, cryptosystems, and their interconnection. .- Making and breaking post-quantum cryptography from elliptic curve. .- Coding theory. .- Determining the complete weight distributions of some families of cyclic codes. .- Central limit theorem for linear eigenvalue statistics of random matrices from binary linear codes. .- On decoding hyperbolic codes. .- Fast decoding of group testing results from Reed-Solomon d-disjunct matrices. .- Quantum CSS Duadic and Triadic Codes: New Insights and Properties. .- Cryptography and Boolean functions. .- Prescribing traces of primitive elements in finite fields. .- On Cryptographic Properties of a Class of Power Permutations in Odd Characteristic. .- Generating Gaussian pseudorandom noise with binary sequences. .- An FPGA Accelerated Search Method for Maximum Period NLFSRs File. .- On fat linearized polynomials. .- Counting polynomials with distinct roots in finite fields using the subset sum problem. .- Generalized class group actions on oriented elliptic curves with level structure. .-  Differential biases, c-differential uniformity, and their relation to differential attacks. .- On the Walsh and Fourier-Hadamard Supports of Boolean functions from a quantum viewpoint. .- Postquantum Cryptography. .- Efficient Batch Post-Quantum Signatures with Crystals Dilithium. .- A Practical Group Signature Scheme based on Rank Metric. .- SMALL: Scalable Matrix OriginAted Large Integer PoLynomial Multiplication Accelerator for Lattice-based Post-Quantum Cryptography.

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