Flex Conference (Physical / Digital)

International Conference on Noncommutative Geometry and Algebra - (ICNCGA-27)

24th - 25th April 2027 , Paris - France

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Call For Papers

The (ICNCGA-27) emphasizes interdisciplinary collaboration by bringing together experts from diverse fields. It encourages research that integrates multiple perspectives to address complex global challenges.

Key areas such as Pure Mathematics are explored to promote cross-domain knowledge exchange and collaborative innovation.

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

  • Noncommutative geometry and physics applications
  • Algebraic structures in noncommutative geometry
  • Spectral theory in noncommutative spaces
  • Noncommutative geometry and topology
  • Quantum groups and noncommutative algebra
  • Applications of noncommutative geometry in mathematics
  • Noncommutative geometry and string theory
  • Operator algebras in noncommutative settings
  • Noncommutative geometry and index theory
  • Geometric aspects of noncommutative algebra
  • Noncommutative geometry and mathematical physics
  • Applications of noncommutative geometry in data science
  • Noncommutative geometry and representation theory
  • Noncommutative geometry in harmonic analysis
  • Noncommutative geometry and quantum mechanics
  • Noncommutative geometry in algebraic topology
  • Recent developments in noncommutative geometry
  • Noncommutative geometry and operator theory
  • Noncommutative geometry and mathematical logic
  • Noncommutative geometry and category theory

Assessment

All submissions will undergo peer review to ensure quality and interdisciplinary relevance. Accepted papers will be presented and considered for publication in journals and conference proceedings.

Registration

Registering for the conference provides access to keynote sessions, technical presentations, and networking opportunities with global experts.

Publication

Publishing through the conference enhances the visibility of your research and connects your work with a broader academic audience.