Results: 1-25/34

Authors:
Yamazaki, T

Citation: T. Yamazaki, A construction of K-contact manifolds by a fiber join, TOHOKU MATH, 51(4), 1999, pp. 433-446

Authors:
Fernandez, JM

Citation: Jm. Fernandez, Cohomology theorems for asymptotic sheaves, TOHOKU MATH, 51(4), 1999, pp. 447-460

Authors:
Deszcz, R
Dillen, F
Verstraelen, L
Vrancken, L

Citation: R. Deszcz et al., Quasi-Einstein totally real submanifolds of the nearly Kahler 6-sphere, TOHOKU MATH, 51(4), 1999, pp. 461-478

Authors:
Hirokado, M

Citation: M. Hirokado, A non-liftable Calabi-Yau threefold in characteristic 3, TOHOKU MATH, 51(4), 1999, pp. 479-487

A note on the factorization theorem of toric birational maps after Morelliand its toroidal extension

Authors:
Abramovich, D
Matsuki, K
Rashid, S

Citation: D. Abramovich et al., A note on the factorization theorem of toric birational maps after Morelliand its toroidal extension, TOHOKU MATH, 51(4), 1999, pp. 489-537

Authors:
Wang, JY
Gao, WJ

Citation: Jy. Wang et Wj. Gao, Uniqueness, existence and nonexistence of normal solutions to a problem inboundary layer theory, TOHOKU MATH, 51(4), 1999, pp. 539-553

Authors:
Shin, JS
Naito, T

Citation: Js. Shin et T. Naito, Existence and continuous dependence of mild solutions to semilinear functional differential equations in banach spaces, TOHOKU MATH, 51(4), 1999, pp. 555-583

Authors:
Small, A

Citation: A. Small, Duality for a class of minimal surfaces in Rn+1, TOHOKU MATH, 51(4), 1999, pp. 585-601

Authors:
Runge, B

Citation: B. Runge, Endomorphism rings of abelian surfaces and projective models of their moduli spaces, TOHOKU MATH, 51(3), 1999, pp. 283-303

Authors:
Kim, JM

Citation: Jm. Kim, Circular units in the Z(p)-extensions of real abelian fields of prime conductor, TOHOKU MATH, 51(3), 1999, pp. 305-313

Authors:
Aihara, Y

Citation: Y. Aihara, The uniqueness problem of meromorphic mappings with deficiencies, TOHOKU MATH, 51(3), 1999, pp. 315-328

Authors:
Muro, M

Citation: M. Muro, Singular invariant hyperfunctions on the space of real symmetric matrices, TOHOKU MATH, 51(3), 1999, pp. 329-364

Authors:
Hayashi, T

Citation: T. Hayashi, Galois quantum groups of II1-subfactors, TOHOKU MATH, 51(3), 1999, pp. 365-389

Authors:
Agarwal, RP
O'Regan, D

Citation: Rp. Agarwal et D. O'Regan, Boundary value problems of nonsingular type on the semi-infinite interval, TOHOKU MATH, 51(3), 1999, pp. 391-397

Authors:
Alexeev, V
Nakamura, I

Citation: V. Alexeev et I. Nakamura, On Mumford's construction of degenerating abelian varieties, TOHOKU MATH, 51(3), 1999, pp. 399-420

Authors:
Hale, JK
Salazar, D

Citation: Jk. Hale et D. Salazar, Boundary layers in a semilinear parabolic problem, TOHOKU MATH, 51(3), 1999, pp. 421-432

Authors:
Fan, DS
Pan, YB
Yang, DC

Citation: Ds. Fan et al., A weighted norm inequality for rough singular integrals, TOHOKU MATH, 51(2), 1999, pp. 141-161

Authors:
Biswas, I

Citation: I. Biswas, A correspondence between the moduli spaces of vector bundles over a curve, TOHOKU MATH, 51(2), 1999, pp. 163-176

Authors:
Barros, M
Garay, OJ
Singer, DA

Citation: M. Barros et al., Elasticae with constant slant in the complex projective plane and new examples of Willmore tori in five spheres, TOHOKU MATH, 51(2), 1999, pp. 177-192

Authors:
Fukuma, S
Muramatu, T

Citation: S. Fukuma et T. Muramatu, L-p and Besov maximal estimates for solutions to the Schrodinger equation, TOHOKU MATH, 51(2), 1999, pp. 193-203

Authors:
Nomizu, K
Sasaki, T

Citation: K. Nomizu et T. Sasaki, Globally defined linear connections on the real line and the circle, TOHOKU MATH, 51(2), 1999, pp. 205-212

Authors:
Ishii, S

Citation: S. Ishii, The minimal model theorem for divisors of toric varieties, TOHOKU MATH, 51(2), 1999, pp. 213-226

Authors:
Oshikiri, G

Citation: G. Oshikiri, Codimension-one foliations and oriented graphs, TOHOKU MATH, 51(2), 1999, pp. 227-236

Authors:
Masuda, M

Citation: M. Masuda, Unitary toric manifolds, multi-fans and equivariant index, TOHOKU MATH, 51(2), 1999, pp. 237-265

Authors:
Katsuda, A
Urakawa, H

Citation: A. Katsuda et H. Urakawa, The Faber-Krahn type isoperimetric inequalities for a graph, TOHOKU MATH, 51(2), 1999, pp. 267-281