Department of Mathematics
Degree Name | Group/Major Subject | Board/Institute | Country | Passing Year |
---|---|---|---|---|
Bachelor | Mathematics | University of Dhaka | Bangladesh | |
Masters | Mathematics | University of Dhaka | Bangladesh |
Title | Organization | Location | From Date | To Date | |
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No experience is found |
Subject | Description | Research Interest (Goal, Target Indicator) |
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No research interest is found |
Level of Study | Title | Supervisor | Co-Supervisor(s) | Name of Student(s) | Area of Research | Current Completion |
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No project/research supervision is found |
Subject | Project Name | Source of Fund | From Date | To Date | Collaboration |
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No project/research work is found |
SL | Invited Talk |
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No invited talk is found |
SL | Collaboration & Membership Name | Type | Membership Year | Expire Year |
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No Collaboration & Membership is found |
Journal Article | |
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1 |
Akhi, A. A., Mohammad, K. M., & Kamrujjaman, M. : Seasonal Variability and Stochastic Branching Process in Malaria Outbreak Probability,
Acta Tropica Elsevier , 2024
.
|
2 |
Saha, M., Islam, S., Akhi, A. A., & Saha, G. : Factors affecting success and failure in higher education mathematics: Students' and teachers’ perspectives,
Heliyon Elsevier , 2024
.
|
3 |
Kamrujjaman, M., Sinje, S. S., Nandi, T. R., Islam, F., Rahman, M. A., Akhi, A. A., ... & Alam, M. S. : The impact of the COVID-19 pandemic on education in Bangladesh and its mitigation,
Bulletin of Biomathematics , vol.2 , no.1 , pp.57-84 , 2024
.
|
4 |
Akhi, A. A., Kamrujjaman, M., Nipa, K. F., & Khan, T. : A continuous-time Markov chain and stochastic differential equations approach for modeling malaria propagation,
Healthcare Analytics Elsevier , 2023
.
|
5 |
Azim, M., Akhi, A. A., & Kamrujjaman, M. : A series of new formulas to approximate the Sine and Cosine functions,
General Letters in Mathematics , vol.13 , no.3 (2) , pp.77 - 87 , 2023
.
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6 |
Kamrujjaman, M., Akter, S. I., Akhi, A. A., Ahmed, S., Mobin, M. A. : Monte Carlo sampling and computational analysis of a three component tumor radiotherapy mathematical model. Network Biology,
Network Biology , vol.13 , no.4 International Academy of Ecology and Environmental Sciences (IAEES) , pp.213 , 2023
.
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7 |
Akhi, A. A., Tasnim, F., Akter, S., & Kamrujjaman, M. : A MATHEMATICAL MODEL OF A DIPHTHERIA OUTBREAK IN ROHINGYA SETTLEMENT IN BANGLADESH,
Journal of Mahani Mathematical Research Center , vol.12 , no.2 , 2023
.
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8 |
Akhi, A. A., & Saha, G. : Galerkin approximations for the solution of fredholm volterra integral equation of second kind,
GANIT: J. Bangladesh Math. Soc. , vol.41 , no.1 , pp.1-14 , 2021
.
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Award Type | Title | Year | Country | Description |
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No award information is found |