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Poster  The Clairaut relation on Randers surface

The Clairaut relation on Randers surface

Vote point: 14
OM01_1701
Poster Algebraic Structures of a Generalized Hill Cipher Over Finite Rings Zp and Zp × Zq

Algebraic Structures of a Generalized Hill Cipher Over Finite Rings Zp and Zp × Zq

Vote point: 7
OM01_0102
Poster ​​​​Some Basic Properties of Generalized Francois Quaternions 

​​​​Some Basic Properties of Generalized Francois Quaternions 

Vote point: 2
OM01_0103
Poster On the Diophantine equation ɑ^x + (ɑ+2)^y = z^2 where ɑ ≡ 38 (mod 65)

On the Diophantine equation ɑ^x + (ɑ+2)^y = z^2 where ɑ ≡ 38 (mod 65)

Vote point: 8
OM01_0404
Poster Mathematical Models of Drug-Resistant Tuberculosis Transmission in Thailand

Mathematical Models of Drug-Resistant Tuberculosis Transmission in Thailand

Vote point: 45
PM01_1001
Poster Forecasting gold price direction from the relative strength index using the random forest method

Forecasting gold price direction from the relative strength index using the random forest method

Vote point: 6
OM01_0505
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Approximating the volume of fish traps using curve fitting and calculus

Vote point: 0
PM01_0502
Poster Determinant Formulas for Special Tridiagonal Matrices

Determinant Formulas for Special Tridiagonal Matrices

Vote point: 44
PM01_1003
Poster On the limitations of the modulo trick method in solving exponential Diophantine equations of the form 1+p^a=q^b+r^c

On the limitations of the modulo trick method in solving exponential Diophantine equations of the form 1+p^a=q^b+r^c

Vote point: 2
OM01_0206
Poster Construction of cyclic codes of Odd Lengths over ℤ₄ for DNA computing

Construction of cyclic codes of Odd Lengths over ℤ₄ for DNA computing

Vote point: 8
OM01_0207
Poster Study on the Minimal Locating Dominating Sets of Cycles and Paths

Study on the Minimal Locating Dominating Sets of Cycles and Paths

Vote point: 16
PM01_1704
Poster The Functional Inequality Generation Theorem (FIGT): A systematic Approach to Inequality Construction via Taylor Remainder Analysis and Computational Validation

The Functional Inequality Generation Theorem (FIGT): A systematic Approach to Inequality Construction via Taylor Remainder Analysis and Computational Validation

Vote point: 2
OM01_1609
Poster A study of certain properties of parametric functions of the squircle

A study of certain properties of parametric functions of the squircle

Vote point: 3
OM01_0910
Poster Development of a novel deep learning algorithm for predicting Fishman’s skeletal maturity indicators

Development of a novel deep learning algorithm for predicting Fishman’s skeletal maturity indicators

Vote point: 3
OM01_1311

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