Research theme for competitive and other funds (2):
射影多様体の射影空間への埋め込みの幾何的構造について
Geometric Structures of Projective Embeddings
Papers (31):
Takeshi Usa. The adjacent concurrence on infinitesimally unstable Betti syzygy classes. Reports of Graduate School of Science University of Hyogo. 2022. 32. 1-13
T. Usa. Families of canonical curves with genus 5 and the degenerations of the syzygies (II). Report of Univ. of Hyogo. 2021. 31. 1-11
T. Usa. Families of canonical curves with genus $5$ and the degenerations of the syzygies (I). Report of Univ. of Hyogo. 2020. No.30. 1-13
T. Usa. Betti constancy of the flat families of projective subschemes over non-reduced schemes. Report of Univ. of Hyogo. 2019. No.29. 1-7
T. Usa. Infinitesimal directions for strong Betti constancy in the Hilbert scheme of P^N(C). Report of Univ. of Hyogo. 2018. 28. 1-12