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Nova Science Publishers Inc Current Research Topics in Galois Geometry - Mathematics Series

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Description

Galois geometry explores substructures within projective spaces over finite fields, and this comprehensive volume presents cutting-edge research developments in the field. The book covers classical objects, blocking sets and caps in projective spaces, and substructures in finite classical polar spaces, alongside advanced topics such as the polynomial method in Galois geometry and finite semifields. Readers will discover vital connections between Galois geometry and coding theory, as well as applications to cryptography, making this an essential resource for researchers and mathematicians working in finite geometry, algebra, and information security.

Key Features

Nova Science Publishers Inc delivers this Mathematics Research Developments Series title, providing authoritative coverage of contemporary Galois geometry research and applications.

The book explores blocking sets and caps in projective spaces, offering detailed analysis of fundamental substructures in Galois geometry theory.

Connections between Galois geometry and coding theory are thoroughly examined, demonstrating practical applications in information science and data encoding.

The polynomial method in Galois geometry is presented with modern research findings, equipping mathematicians with advanced analytical techniques.

Links to cryptography applications show how Galois geometry principles support contemporary security and encryption methods.

Finite semifields and their properties within projective spaces over finite fields are comprehensively discussed throughout the volume.

Product Specifications

Format
paperback
Domain
Amazon UK
Release Date
01 May 2014
Listed Since
17 January 2014

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No barcode data available

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