The International Research Conference Aims and Objectives
The International Research Conference is a federated organization dedicated to bringing together a significant number of diverse scholarly events for presentation
within the conference program. Events will run over a span of time during the conference depending on the number and length of the presentations.
With its high quality, it provides an exceptional value for students, academics and industry researchers.
International Conference on Hilbert Problems and their Solutions
aims to bring together leading academic scientists, researchers and research scholars to exchange and share their experiences and research results on all aspects of
Hilbert Problems and their Solutions.
It also provides a premier interdisciplinary platform for researchers, practitioners and educators to present and discuss the most recent innovations,
trends, and concerns as well as practical challenges encountered and solutions adopted in the fields of Hilbert Problems and their Solutions.
Call for Contributions
Prospective authors are kindly encouraged to contribute to and help shape the conference through submissions of their research abstracts, papers and e-posters.
Also, high quality research contributions describing original and unpublished results of conceptual, constructive, empirical, experimental, or
theoretical work in all areas of Hilbert Problems and their Solutions are cordially invited for presentation at the conference.
The conference solicits contributions of abstracts, papers and e-posters that address themes and topics of the conference, including figures, tables and references of
novel research materials.
Guidelines for Authors
Please ensure your submission meets the conference's strict guidelines for accepting scholarly papers.
Downloadable versions of the check list for
Full-Text Papers and
Abstract Papers.
Please refer to the
Paper Submission Guideline,
Abstract Submission Guideline and
Author Information
before submitting your paper.
Conference Proceedings
All submitted conference papers will be blind peer reviewed by three competent reviewers.
The peer-reviewed conference proceedings are indexed in the Open Science Index,
Google Scholar,
Semantic Scholar,
Zenedo,
BASE,
WorldCAT,
Sherpa/RoMEO,
and other index databases. Impact Factor Indicators.
Special Journal Issues
20. International Conference on Hilbert Problems and their Solutions has teamed up with the Special Journal Issue on
Hilbert Problems and their Solutions.
A number of selected high-impact full text papers will also be considered for the special journal issues.
All submitted papers will have the opportunity to be considered for this Special Journal Issue.
The paper selection will be carried out during the peer review process as well as at the conference presentation stage.
Submitted papers must not be under consideration by any other journal or publication.
The final decision for paper selection will be made based on peer review reports by the Guest Editors and the Editor-in-Chief jointly.
Selected full-text papers will be published online free of charge.
Conference Sponsor and Exhibitor Opportunities
The Conference offers the opportunity to become a conference sponsor or exhibitor.
To participate as a sponsor or exhibitor, please download and complete the
Conference Sponsorship Request Form.
Selected Papers
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Interdisciplinarity: A Pedagogical Practice in the Classrooms
C. Cruz, A. Breda
-
Real-Time Fitness Monitoring with MediaPipe
Chandra Prayaga, Lakshmi Prayaga, Aaron Wade, Kyle Rank, Gopi Shankar Mallu, Sri Satya Harsha Pola
-
Didactical and Semiotic Affordance of GeoGebra in a Productive Mathematical Discourse
I. Benning
-
Sustainable Solutions for Enhancing Efficiency, Safety, and Quality of Construction Value Chain Services Integration
Lo Kar Yin
-
Delaunay Triangulations Efficiency for Conduction-Convection Problems
Bashar Albaalbaki, Roger E. Khayat
-
Achieving Implementable Nature-Based Solutions While Reshaping Architectural Education: A Case Study of URBiNAT and BUILD Solutions
C. Farinea, A. Conserva, F. Demeur
-
Teaching Math to Preschool Children with Autism
Hui Fang Huang Su, Jia Borror
-
Holistic Approach to Teaching Mathematics in Secondary School as a Means of Improving Students’ Comprehension of Study Material
Natalia Podkhodova, Olga Sheremeteva, Mariia Soldaeva
-
A Multigranular Linguistic Additive Ratio Assessment Model in Group Decision Making
Wiem Daoud Ben Amor, Luis Martínez López, Jr., Hela Moalla Frikha
-
Two-Stage Approach for Solving the Multi-Objective Optimization Problem on Combinatorial Configurations
Liudmyla Koliechkina, Olena Dvirna
-
Awakeness, Awareness and Learning Mathematics for Arab Students: A Pilot Study
S. Rawashdi, D. Bshouty
-
Simulation and Assessment of Carbon Dioxide Separation by Piperazine Blended Solutions Using E-NRTL and Peng-Robinson Models: A Study of Regeneration Heat Duty
Arash Esmaeili, Zhibang Liu, Yang Xiang, Jimmy Yun, Lei Shao
-
Assessment of Carbon Dioxide Separation by Amine Solutions Using Electrolyte Non-Random Two-Liquid and Peng-Robinson Models: Carbon Dioxide Absorption Efficiency
Arash Esmaeili, Zhibang Liu, Yang Xiang, Jimmy Yun, Lei Shao
-
The Influence of Interest, Beliefs, and Identity with Mathematics on Achievement
Asma Alzahrani, Elizabeth Stojanovski
-
Using Project MIND - Math Is Not Difficult Strategies to Help Children with Autism Improve Mathematics Skills
Hui Fang Huang Su, Leanne Lai, Pei-Fen Li, Mei-Hwei Ho, Yu-Wen Chiu
Conference venue information will be released soon.
Hilbert problems:
1st problem: Cantor's problem on the cardinal number of the continuum
2nd problem: The compatibility of the arithmetical axioms
3rd problem: The equality of the volumes of two tetrahedra of equal bases and equal altitudes
4th problem: The problem of the straight line as the shortest distance between two points
5th problem: Continuous group of transformations without the assumption of the differentiability of the functions defining the group
6th problem: Mathematical treatment of the axioms of physics
7th problem: Irrationality and transcendence of certain numbers
8th problem: Problems of prime numbers
9th problem: Proof of the most general law of reciprocity in any number field
10th problem: Determination of the solvability of a diophantine equation
11th problem: Quadratic forms with any algebraic numerical coefficients
12th problem: Extension of the kronecker theorem on abelian fields to any algebraic realm of rationality
13th problem: Impossibility of the solution of the general equation of the 7th degree by means of functions of only two variables
14th problem: Proof of the finiteness of certain complete systems of functions
15th problem: Rigorous foundation of schubert's enumerative calculus
16th problem: Problem of the topology of algebraic curves and surfaces
17th problem: Expression of definite forms by squares
18th problem: Building up of space from congruent polyhedral
19th problem: Analyticity of solutions of the regular problems in the calculus of variations
20th problem: The general problem of boundary values
21st problem: Proof of the existence of linear differential equations having a prescribed monodromy group
22nd problem: Uniformization of analytic relations by means of automorphic functions
23rd problem: Further development of the methods of the calculus of variations
Abstracts/Full-Text Paper Submission Deadline |
|
February 13, 2025 |
Notification of Acceptance/Rejection |
|
February 27, 2025 |
Final Paper (Camera Ready) Submission & Early Bird Registration Deadline |
|
June 23, 2026 |
Conference Dates |
|
October 21-22, 2026 |