About Meach Mon
Phnom Penh Teacher Education College
Thboungkhmum University
- Voronezh State University
Dr. Meach Mon is a distinguished academic with more than a decade of experience in applied mathematics, higher education instruction, and teacher training. Since 2022, he has served as a Lecturer at the Faculty of Education and Science at Phnom Penh Teacher Education College, following many years of academic service at Thboungkhmum University. Holding a PhD in Mathematics from Voronezh State University, Dr. Mon specializes in the mathematical modeling of complex rod systems. He is committed to bridging advanced mathematical research with the practical preparation of Cambodia’s future educators, particularly in strengthening mathematics teaching and teacher development.
Research Interests
1. Doctor of Philosophy (PhD) in Mathematical Modeling, Russia
* Awarded on September 24, 2014
2. Master of Science in Mathematics, Russia
* 2008–2010
3. Master of Science in Education, Royal University of Phnom Penh, Cambodia
* 2023-2025
3. Russian Language Studies, Voronezh State University
* 2006–2007, Certificate of Russian Langue.
4. Bachelor of Science in Mathematics, Royal University of Phnom Penh
* 2001–2005
5. Certificate of Appreciation
In recognition of his active participation and valuable contribution to educational activities and professional development programs organized by the Ministry of Education, Youth and Sport during the academic years 2019–2020 and 2020–2021.His dedication, responsibility, and commitment have contributed significantly to the improvement of education and teacher training in Cambodia.
Selected Publications
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Publications and Academic Works of Meach Mon
Journal Articles & Conference Papers
- Golovanova, F. V., Meach Mon (2014). On the finite element method for a fourth-order mathematical model with non-smooth coefficients. Current Problems in Mathematics, Voronezh State Forestry University, pp. 21–26. DOI: 10.12737/6738.
Article Link - Meach Mon (2014). On the finite element method for a second-order mathematical model with non-smooth coefficients. Contemporary Mathematical Methods, Models, Applications, pp. 43–45. DOI: 10.12737/6745.
Article Link - Baev, A. D., Shabrov, S. A., Meach Mon (2014). Influence function of a fourth-order differential model. Bulletin of Voronezh State University, 3(12), 65–73.
CyberLeninka
eLibrary - Meach Mon (2014). On the correctness of mathematical models of small transverse oscillations of a string with arbitrary mass distribution. Bulletin of Voronezh State University, 2(11), 31–35.
CyberLeninka
eLibrary - Golovaneva, F. V., Meach Mon (2015). Adaptation of the finite element method for one mathematical model with non-smooth solutions. Volume 3, Issue 5-1(16-1), pp. 19–22. UDC: 517.956.32.
eLibrary - Meach Mon (2014). Adaptation of the finite element method for second-order mathematical models with non-smooth coefficients. Voronezh Spring Mathematical School (Pontryagin Readings XXV), pp. 122–124.
CyberLeninka - Meach Mon (2013). On roots of Bernstein polynomials in wavelet theory. Voronezh Spring Mathematical School.
- Meach Mon (2010). Equiconvergence for a first-order functional-differential operator defined on a graph. Voronezh Spring Mathematical School (Pontryagin Readings XXIII).
- Golovanova, F. V., Shabrov, S. A., Meach Mon (2015). Adaptation of finite element methods for second-order mathematical models with non-smooth solutions. DOI: 10.12737/16925.
Article Link - Golovanova, F. V., Shabrov, S. A., Meach Mon (2016). Adaptation of finite element methods for second-order models with non-smooth solutions. No. 1(22).
- Golovanova, F. V., Shabrov, S. A., Meach Mon. Adaptation of finite element methods for mathematical models with non-smooth solutions. DOI: 10.1273.
NaukaRU
eLibrary - Baev, A. D., Shabrov, S. A., Golovanova, F. V., Meach Mon (2014). On the uniqueness of the classical solution of a mathematical model of forced oscillations of rod systems with singularities. No. 2, pp. 74–80.
eLibrary - Baev, A. D., Shabrov, S. A., Meach Mon (2014). Uniqueness of the solution of a mathematical model describing small oscillations of a Stieltjes string with concentrated masses. No. 1, pp. 50–55.
eLibrary - Meach Mon (2014). On the uniqueness of the solution of the mathematical model describing small oscillations of a Stieltjes string with concentrated masses. Conference proceedings article, pp. 186–187. UDC: 517.
eLibrary - Suos Sopheap, Hay Pahin, Meach Mon, Chum Veasna (2025). Effectiveness of using inductive and deductive methods to help students with interior and exterior angle operations of convex polygons.
- Chheang Sophea, Srun Narenat, Meach Mon, Mol Pisey, Ly Sokney (2025). Promoting student teachers to become self-directed learners through group work and reflection.
PhD Dissertation
- Meach Mon (2014). Mathematical Modeling of Oscillations of String and Rod Systems with Localized Features. PhD Dissertation, Voronezh State University, 135 pages.
Dissertation Information - Meach Mon (2014). Mathematical Modeling of Oscillations of String and Rod Systems with Localized Features. PhD Dissertation Abstract, 15 pages.
eLibrary
PDF Abstract
Master Dissertation
- Meach Mon (2010). Equiconvergence Theorem for First-Order Functional Differential Graph Operator. Master’s Thesis, Voronezh State University, 124 pages.
Google Drive
Books
- Meach Mon, Chhean Hang (2023). General Mathematics Analysis 3. Battambang Teacher Education College.
Read Book - Meach Mon (2021). Mathematics for Computer Science. Heng Samrin Tbong Khmum University.
- Meach Mon (2021). Teaching Methods and Problem-Solving Strategies in Mathematics. Heng Samrin Tbong Khmum University.
- Meach Mon (2023). Linear Algebra II (1st ed.). Phnom Penh Teacher Education College Library Press. ISBN: 978-9924-977-44-5.
- Meach Mon (2023). Theory of Wavelets (1st ed.). Phnom Penh Teacher Education College Library Press. ISBN: 978-9924-977-46-9.
- Meach Mon (2023). Theory of Measure and Its Applications in Integration (1st ed.). Phnom Penh Teacher Education College Library Press. ISBN: 978-9924-977-45-2.
- Golovanova, F. V., Meach Mon (2014). On the finite element method for a fourth-order mathematical model with non-smooth coefficients. Current Problems in Mathematics, Voronezh State Forestry University, pp. 21–26. DOI: 10.12737/6738.