Simplexes on a Locally Compact Space
スポンサーリンク
概要
著者
-
Watanabe Hisako
Department Of Mathematics Faculty Of Science Ochanomizu University
-
Watanabe Hisako
Department Of Biological Sciences Tokyo Metropolitan University
関連論文
- Final Height of Female Patients with Early-onset Anorexia Nervosa
- Final Height of Female Patients with Early-onset Anorexia Nervosa
- Lack of Correlation between the Endocrinological Abnormalities and Obesity Index in Anorexia Nervosa in Childhood and Adolescence
- The Circadian Variation of Cortisol Secretion in Patients with Anorexia Nervosa in Childhood and Adolescence after Recovery of Body Weight by Treatment Using Gas Chromatography/Mass Spectrometry in Selected Ion Monitoring
- STM/STS Study of Electron Density of States at the Bases Sites in the DNA Alternating Copolymers
- 小児科領域における精神保健疾患 : 日本の医療における新たな課題
- NOVEL NEURONAL SOMATA ON THE GENITAL NERVE IN THE RAGGED SEA HARE, BURSATELLA LEACHII(Physiology,Abstracts of papers presented at the 76^ Annual Meeting of the Zoological Society of Japan)
- INHIBITORY MECHANISMS OF ISOPRENALINE IN THE GUINEA-PIG TAENIA COLI
- Convergence of Monotone Operators
- Liftings and A Generalized Strassen's Theorem
- The Balayage onto Closed Sets with Respect to Continuous Function-Kernels
- Correctcon to "On Balayaged Measures and Simplexes in Harmonic Spaces"
- On Balayage on Closed Sets
- The Choquet Boundary and the Integral Representation
- On the Existence of Condenser-type Measures with Respect to Function-Kernels
- A potential operator with respect to a resolvent and ergodic properties
- Simplexes on a Locally Compact Space
- On the Existence of Semi-balayaged Measures
- Theorems of Korovkin Type in an Ordered Vector Space with a Locally Convex Topology
- On Balayaged Measures and Simplexes in Harmonic Spaces
- Some Remarks on Theorems of Korovkin type for Adapted Spaces
- The initial-boundary value problems for the heat operator in non-cylindrical domains Dedicated to Professor M. Nakai on the occasion of his 60th birthday
- Foreword
- LAYER HEAT POTENTIALS FOR A BOUNDED CYLINDER WITH FRACTAL LATERAL BOUNDARY
- Balayages of Measures and Dilations on Locally Compact Spaces
- Tangential Boundary Behavior of Solutions to the Dirichlet Problem
- Besov spaces on fractal sets
- Child psychiatry training for pediatricians : Japanese perspectives in infant psychiatry
- Uniqueness of double layer potentials for a domain with fractal boundary