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Hybrid Event

9th - 10th July 2026 | Luxembourg City, Luxembourg

International Conference on Number Theory and Diophantine Analysis (ICNTDA - 26)

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4

Days

4

Hrs

07

Min

02

Sec

Call For Paper

The (ICNTDA) is dedicated to advancing research excellence by bringing together leading scholars, scientists, and professionals from across the globe. It provides a platform for the dissemination of high-quality research and innovative methodologies.

With a strong focus on Pure Mathematics, the conference promotes research that contributes to academic depth, practical insights, and interdisciplinary knowledge integration.

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

01
Recent advances in number theory
02
Diophantine equations and their solutions
03
Modular forms and their applications
04
Algebraic number theory techniques
05
Analytic methods in number theory
06
Applications of number theory in cryptography
07
Transcendental number theory developments
08
Computational number theory and algorithms
09
Geometric approaches to number theory
10
Connections between number theory and geometry
11
L-functions and their significance
12
Arithmetic geometry and its implications
13
Classical results in number theory
14
The Riemann Hypothesis and its consequences
15
Diophantine approximation techniques
16
Number theory in mathematical physics
17
Probabilistic methods in number theory
18
Applications of number theory in coding theory
19
History of number theory and its evolution
20
Connections between number theory and combinatorics

Peer Review Process

All submissions evaluated through structured peer-review to ensure academic rigor. Accepted papers may be considered for high-quality journals.

Registration Details

Secure your participation early. Limited slots are allocated on a first-come, first-served basis.

Publication Opportunities

High-quality submissions prioritized for publication in recognized journals and proceedings.

Submit Your Paper Today Register Early
2026 UPDATE

Consistent Academic Support

Science Net ensures that research activities continue without interruption in the current global situation. Participants can engage through digital and hybrid conference formats.