Preprints

  1. K. Kawai and H. Yamamoto,
    Mirror of volume functionals on manifolds with special holonomy, arXiv
  2. K. Kawai and H. Yamamoto,
    Deformation theory of deformed Hermitian Yang-Mills connections and deformed Donaldson-Thomas connections, arXiv
  3. X. Han and H. Yamamoto,
    An $\varepsilon$-regularity theorem for line bundle mean curvature flow, arXiv

Papers

  1. K. Kawai and H. Yamamoto,
    The real Fourier-Mukai transform of Cayley cycles,
    to appear in Pure Appl. Math. Q. arXiv
  2. K. Kawai and H. Yamamoto,
    Deformation theory of deformed Donaldson-Thomas connections for Spin(7)-manifolds,
    to appear in J. Geom. Anal. Here and Here
  3. H. Yamamoto,
    Ricci-mean curvature flows in gradient shrinking Ricci solitons,
    Asian J. Math., 24(2020), no. 1, 77-94. Here
  4. J. Takahashi and H. Yamamoto,
    Solutions with time-dependent singular sets for the heat equation with absorption,
    J. Differential Equations, 266(2019), no. 7, 4061-4105. Here
  5. H. Yamamoto,
    Special Lagrangian and deformed Hermitian Yang-Mills on tropical manifold,
    Math. Z., 290(2018), no. 3,4, 1023-1040. Here and Here
  6. N. Koike and H. Yamamoto,
    Gauss maps of the Ricci-mean curvature flow,
    Geom. Dedicata, 194(2018), no. 1, 169-185. Here and Here
  7. H. Yamamoto,
    Examples of Ricci-mean curvature flows,
    J. Geom. Anal., 28(2018), no. 2, 983-1004. Here and Here
  8. H. Yamamoto,
    Lagrangian self-similar solutions in gradient shrinking Kähler-Ricci solitons,
    J. Geom., 108(2017), no. 1, 247-254. Here
  9. H. Yamamoto,
    Weighted Hamiltonian stationary Lagrangian submanifolds and generalized Lagrangian mean curvature flows in toric almost Calabi-Yau manifolds,
    Tohoku Math. J., 68(2016), no. 3, 329-347. Here
  10. H. Yamamoto,
    Special Lagrangians and Lagrangian self-similar solutions in cones over toric Sasaki manifolds,
    New York J. Math., 22(2016), 501-526. Here
  11. A. Futaki, K. Hattori and H. Yamamoto,
    Self-similar solutions to the mean curvature flows on Riemannian cone manifolds and special Lagrangians on toric Calabi-Yau cones,
    Osaka J. Math., 51(2014), no. 4, 1053-1079. Here

Proceedings

  1. H. Yamamoto,
    On deformed Hermitian Yang-mills connections and line bundle mean curvature flows (in Japanese),
    Fukuoka University Differential Geometry conference 2018, Proceeding, 117-125.
  2. H. Yamamoto,
    On singularities of mean curvature flows (in Japanese),
    RIMS Kôkyûroku, No.2068, 22-35. 2018. Here
  3. H. Yamamoto,
    On Ricci-mean curvature flows and its Gauss maps (in Japanese),
    Fukuoka University Differential Geometry conference 2017, Proceeding, 121-125.
  4. H. Yamamoto,
    On Ricci-mean curvature flows and its examples (in Japanese),
    Fukuoka University Differential Geometry conference 2016, 67-71.
  5. H. Yamamoto,
    On generalization of a theorem due to Huisken (in Japanese),
    Fukuoka University Differential Geometry conference 2015, Proceeding, 31-40.
  6. H. Yamamoto,
    Examples of generalized Lagrangian mean curvature flows in toric almost Calabi-Yau manifolds,
    RIMS Kôkyûroku, No.1929, 54-63. 2014. Here
  7. H. Yamamoto,
    On special Lagrangian submanifolds and Lagrangiean self-similar solutions in toric Calabi-Yau manifolds (in Japanese),
    Conference on Geometry of submanifolds and Lie group actins 2013, Proceeding, 28-34.
  8. H. Yamamoto,
    On Lagrangian mean curvature flows in toric Calabi-Yau manifolds (in Japanese),
    Submanifold Theory Yuzawa 2012, Proceeding, 11-16.