Asst. Prof. Dr. Umarin Pintoptang

ผู้ช่วยศาสตราจารย์ ดร.อุมารินทร์ ปิ่นตบแต่ง

Department of MathematicsFaculty of Science, Naresuan UniversityNaresuan University

Expertise

umarinp@nu.ac.th

No.
1	The Complete Set of Non-negative Integer Solutions for the Diophantine Equation (pq) 2x+ py= z2, where p, q, x, y, z are non-negative integers with p prime and p∤ q U Pintoptang, S TadeeComputer Science 18 (2), 205-209, 2023	2023	1	N/A	Q2
2	On the Non-Linear Diophantine Equations and S Tadee, U PintoptangThai Journal of Mathematics 21 (3), 563-567, 2023	2023	1	Q4	Q4
3	The Concept of q‐Cycle and Applications U Pintoptang, S Tadee, V LaohakosolJournal of Discrete Mathematics 2014 (1), 823567, 2014	2014	0	Q3	Q3
4	Necklaces, Self‐Reciprocal Polynomials, and q‐Cycles U Pintoptang, V Laohakosol, S TadeeInternational Journal of Combinatorics 2014 (1), 593749, 2014	2014	2	N/A	Q2
5	Necklaces, Self-Reciprocal Polynomials, and 𝑞-Cycles U Pintoptang, V Laohakosol, S TadeeN/A	2014	0	N/A	N/A
6	NECKLACES AND q-CYCLES U PintoptangKangro-100, 110, 2013	2013	0	N/A	N/A
7	EXPANSIONS OF ELEMENTS WRITTEN WITH RESPECT TO A QUADRATIC GENERATING POLYNOMIAL U Pintoptang, V LaohakosolEast West Math 14 (02), 154-169, 2012	2012	0	N/A	N/A
8	A modification of Fitzgerald's characterization of primitive polynomials over a finite field V Laohakosol, U PintoptangFinite Fields and Their Applications 14 (1), 85-91, 2008	2008	4	N/A	Q1
9	Lengths, periods and expansions of elements written with respect to a digit system over Fq [x] V Laohakosol, U PintoptangFinite Fields and Their Applications 14 (1), 142-158, 2008	2008	4	N/A	Q1
10	A modiﬁcation of Fitzgerald’s characterization of primitive polynomials over a ﬁnite ﬁeld V Laohakosol, U PintoptangN/A	N/A	0	N/A	N/A

Asst. Prof. Dr. Umarin Pintoptang

ผู้ช่วยศาสตราจารย์ ดร.อุมารินทร์ ปิ่นตบแต่ง

Department of MathematicsFaculty of Science, Naresuan UniversityNaresuan University

Expertise

umarinp@nu.ac.th

Google Scholar

No.
1	The Complete Set of Non-negative Integer Solutions for the Diophantine Equation (pq) 2x+ py= z2, where p, q, x, y, z are non-negative integers with p prime and p∤ q U Pintoptang, S TadeeComputer Science 18 (2), 205-209, 2023	2023	1	N/A	Q2
2	On the Non-Linear Diophantine Equations and S Tadee, U PintoptangThai Journal of Mathematics 21 (3), 563-567, 2023	2023	1	Q4	Q4
3	The Concept of q‐Cycle and Applications U Pintoptang, S Tadee, V LaohakosolJournal of Discrete Mathematics 2014 (1), 823567, 2014	2014	0	Q3	Q3
4	Necklaces, Self‐Reciprocal Polynomials, and q‐Cycles U Pintoptang, V Laohakosol, S TadeeInternational Journal of Combinatorics 2014 (1), 593749, 2014	2014	2	N/A	Q2
5	Necklaces, Self-Reciprocal Polynomials, and 𝑞-Cycles U Pintoptang, V Laohakosol, S TadeeN/A	2014	0	N/A	N/A
6	NECKLACES AND q-CYCLES U PintoptangKangro-100, 110, 2013	2013	0	N/A	N/A
7	EXPANSIONS OF ELEMENTS WRITTEN WITH RESPECT TO A QUADRATIC GENERATING POLYNOMIAL U Pintoptang, V LaohakosolEast West Math 14 (02), 154-169, 2012	2012	0	N/A	N/A
8	A modification of Fitzgerald's characterization of primitive polynomials over a finite field V Laohakosol, U PintoptangFinite Fields and Their Applications 14 (1), 85-91, 2008	2008	4	N/A	Q1
9	Lengths, periods and expansions of elements written with respect to a digit system over Fq [x] V Laohakosol, U PintoptangFinite Fields and Their Applications 14 (1), 142-158, 2008	2008	4	N/A	Q1
10	A modiﬁcation of Fitzgerald’s characterization of primitive polynomials over a ﬁnite ﬁeld V Laohakosol, U PintoptangN/A	N/A	0	N/A	N/A

SCIPUB

Researcher Profile

Asst. Prof. Dr. Umarin Pintoptang

Asst. Prof. Dr. Umarin Pintoptang