S. Jaidee

collaborators

2 papers

math.NT2026

Rational 2-Cycles for $x^{3} + b x + a$ and the Elliptic Family $Y^{2} = X^{3} + 4 X^{2} + 16 t^{2}$

Sompong Chuysurichay, Sawian Jaidee, Chatchawan Panraksa +1

We study rational $2$ -cycles for the cubic family $f_{b, a} (x) = x^{3} + b x + a$ , where $a, b \in Q$ , via the arithmetic of elliptic curves. For fixed $a \neq = 0$ , we give explicit birat…

math.NT2026

Local structure of classical sequences, regular sequences, and dynamics

Sawian Jaidee, Patrick Moss, Thomas Ward

We introduce the notions of local realizability at a prime and algebraic realizability of an integer sequence. After discussing this notion in general we consider it for the Euler…

Rational 2-Cycles for x3+bx+a and the Elliptic Family Y2=X3+4X2+16t2

Local structure of classical sequences, regular sequences, and dynamics

Rational 2-Cycles for $x^{3} + b x + a$ and the Elliptic Family $Y^{2} = X^{3} + 4 X^{2} + 16 t^{2}$