24 citations · 41 across the 8 of their papers we have counts for
9 papers
BCOV rings on elliptic curves and eta function
So Okada
Associated Legendre functions of the first kind give a family of BCOV rings on elliptic curves. We prove that the family is parametrized by -exponents of the eta function $η(q^{…
Quintic periods and stability conditions via homological mirror symmetry
So Okada
For the Fermat Calabi-Yau threefold and the theory of stability conditions [Bri07], there have been two mathematical aims given by physical reasoning. One is that we should define…
On Euler characteristics for large Kronecker quivers
So Okada
We study Euler characteristics of moduli spaces of stable representations of m-Kronecker quivers for m>>0.
Mirror stability conditions and SYZ conjecture for Fermat polynomials
So Okada
Calabi-Yau Fermat varieties are obtained from moduli spaces of Lagrangian connect sums of graded Lagrangian vanishing cycles on stability conditions on Fukaya-Seidel categories. Th…
Homological mirror symmetry of Fermat polynomials
So Okada
We discuss homological mirror symmetry of Fermat polynomials in terms of derived Morita equivalence between derived categories of coherent sheaves and Fukaya-Seidel categories (a.k…
Joyce invariants for K3 surfaces and mock theta functions
Anton Mellit, So Okada
We will discuss Joyce invariants of stability conditions for K3 surfaces and mock theta functions.