Junyeong Park

collaborators

4 papers

math.AG2021

A basis of algebraic de Rham cohomology of complete intersections over a characteristic zero field

Jeehoon Park, Junyeong Park

Let $k$ be a field of characteristic 0. Let $X$ be a smooth complete intersection over $k$ of dimension $n - k$ in the projective space $P_{k}^{n}$ , for given positive int…

math.AG2021

Polynomial realizations of period matrices of projective smooth complete intersections and their deformation

Yesule Kim, Jeehoon Park, Junyeong Park

Let $X$ be a smooth complete intersection over $C$ of dimension $n - k$ in the projective space $P_{C}^{n}$ , for given positive integers $n$ and $k$ . For a g…

math.AG2019

An algorithm for a Massey triple product of a smooth projective plane curve

Younggi Lee, Jeehoon Park, Junyeong Park +1

We provide an explicit algorithm to compute a Massey triple product relative to a defining system for a smooth projective plane curve $X$ defined by a homogeneous polynomial $G(\un…

math.NT2019

Batalin-Vilkovisky formalism in the $p$ -adic Dwork theory

Dohyeong Kim, Jeehoon Park, Junyeong Park

The goal of this article is to develop BV (Batalin-Vilkovisky) formalism in the $p$ -adic Dwork theory. Based on this formalism, we explicitly construct a $p$ -adic dGBV algebra (dif…

A basis of algebraic de Rham cohomology of complete intersections over a characteristic zero field

Polynomial realizations of period matrices of projective smooth complete intersections and their deformation

An algorithm for a Massey triple product of a smooth projective plane curve

Batalin-Vilkovisky formalism in the p-adic Dwork theory

Batalin-Vilkovisky formalism in the $p$ -adic Dwork theory