Chapter
Bibliography of the Publications of Kentaro Yano
pp.:
36 – 56
Chapter 1. Les espaces á connexion projective et la géométrie projective des “paths”
pp.:
56 – 126
Chapter 2. Sur la theorie des espaces á connexion conforme
pp.:
126 – 185
Chapter 3. On harmonic and Killing vector fields
pp.:
185 – 193
Chapter 4. On n-dimensional Riemannian spaces admitting a group of motions of order n(n–1)/2 + 1
pp.:
193 – 214
Chapter 5. On geometric objects and Lie groups of transformations
pp.:
214 – 224
Chapter 6. On invariant subspaces in an almost complex X2n
pp.:
224 – 233
Chapter 7. On real representations of Kaehlerian manifolds
pp.:
233 – 253
Chapter 8. A class of affinely connected spaces
pp.:
253 – 274
Chapter 9. Einstein spaces admitting a one-parameter group of conforma transformations
pp.:
274 – 285
Chapter 10. Harmonic and Killing vector fields in Compact oricntable Riemannian spaces with boundary
pp.:
285 – 296
Chapter 11. Projectively flat spaces with recurrent curvature
pp.:
296 – 306
Chapter 12. On a structure defined by a tensor field f of type (1,1) satisfying f 3 + f = 0
pp.:
306 – 317
Chapter 13. Prolongations of tensor fields and connections to tangent bundles, I. General theory
pp.:
317 – 334
Chapter 14. Some results related to the equivalence problem in Riemannian geometry
pp.:
334 – 344
Chapter 15. Vertical and complete lifts from a manifold to its cotangent bundle
pp.:
344 – 368
Chapter 16. Almost complex structures on tensor bundles
pp.:
368 – 382
Chapter 17. Differential geometric structures on principal toroidal bundles
pp.:
382 – 392
Chapter 18. Kaehlerian manifolds with constant scalar curvature whose Bochner curvature tensor vanishes
pp.:
392 – 400
Chapter 19. Notes on infinitesimal variations of submanifolds
pp.:
400 – 410
Chapter 20. CR submanifolds of a complex space form
pp.:
410 – 420