Call For Papers

The ICFTGS bridges the gap between academia and industry by promoting research with practical applications. It provides a platform for professionals and researchers to share insights that drive real-world impact.

The conference focuses on Pure Mathematics , encouraging applied research, case studies, and industry-driven innovations.

Authors are invited to submit papers addressing, but not limited to, the following areas:

01
Field theory applications in algebra
02
Galois theory and its applications
03
Field extensions and algebraic structures
04
Applications of Galois theory in number theory
05
Field theory in algebraic geometry
06
Recent advancements in field theory
07
Field theory and coding theory
08
Galois groups and their properties
09
Field theory in cryptography
10
Applications of field theory in physics
11
Field theory and combinatorial structures
12
Field theory and representation theory
13
Field theory in mathematical logic
14
Field theory and topology connections
15
Field theory in computational algebra
16
Applications of Galois structures in geometry
17
Field theory and differential equations
18
Field theory in data analysis
19
Field theory and algebraic topology
20
Galois theory and its historical significance

Submissions will be evaluated based on applicability, innovation, and research contribution. Accepted papers will be presented and considered for publication in reputed journals and conference proceedings.

Registration

Complete your registration to participate in discussions that bridge academia and industry, and gain exposure to practical insights.

Publication

Selected papers will be considered for publication platforms that support academic and industry collaboration.



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