Kemoto Nobuyuki

ケモトノブユキ | Kemoto Nobuyuki

Affiliation and department：

Research field (3)： Applied mathematics and statistics , Basic mathematics , Geometry

Research keywords (4)：集合論的位相空間論 , 位相 , 集合論 , Set Theory

Research theme for competitive and other funds (14)：

2021 - 2025 一般線形順序位相空間の辞書式順序積の位相的性質の解明
2011 - 2016 Investigation of topological properties of hyperspaces from the theory of products:seeking set theoretical approaches
2012 - 2015 The set-theoretic study for the products with a monotonical normal factor in terms of stationary sets
2007 - 2011 有限積から無限積へ:集合論的手法による積空間の位相的性質の解明
2009 - 2011 The study for covering properties of topological spaces and their products in terms of elementary submodels

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Papers (63)：

Nobuyuki Kemoto. Orderability of spaces having ordered decompositions. Top. Proc. (to appear). 2025. xxx. xxx. xxx-xxx
Y. Hirata, N. Kemoto. Cardinal functions on lexicographic products. Top. Appl. 2024. 352. 108954. 1-19
Yasushi Hirata, Nobuyuki Kemoto, Haruto Ohta. $C^*$-embedded dense subsets of $z$-neighborhood-sublinear spaces are $P$-embedded. Top. Proc. 2023. 62. 99-116
Nobuyuki Kemoto, Toshimichi Usuba. $C^⁎$-embedding and $P$-embedding in subspaces of products of ordinals. Topology and Its Applications. 2022. 318. 108194
Nobuyuki Kemoto. Completeness of lexicographic products. Top. Proc. 2021. 58. 105-123

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MISC (31)：

Kemoto Nobuyuki. THE LEXICOGRAPHIC ORDERED PRODUCTS AND THE USUAL TYCHONOFF PRODUCTS (Set-theoretic/geometric topology and related topics). RIMS Kokyuroku. 2015. 1932. 50-59
Kemoto Nobuyuki. Topological properties of products of ordinals(The interplay between set theory of the reals and iterated forcing). RIMS Kokyuroku. 2007. 1530. 31-36
ParaLindel(]E88D8[)f subspace in products of two ordinals (jointly worked). Scientiae Mathematicae Japonicae. 2001. 54. 2. 369-381
N Kemoto, KI Tamano, Y Yajima. Generalized paracompactness of subspaces in products of two ordinals. TOPOLOGY AND ITS APPLICATIONS. 2000. 104. 1-3. 155-168
Kemoto Nobuyuki. TOPOLOGICAL PROPERTIES OF PRODUCTS OF ORDINAL NUMBERS (Set theory of the reals). RIMS Kokyuroku. 2000. 1143. 33-36

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Books (1)：

Education (4)：

- 1983 Kobe University
- 1983 Kobe University Graduate School, Division of National Science and Technology
- 1978 Ehime University Faculty of Science
- 1978 Ehime University Faculty of Science

Professional career (2)：

Work history (6)：

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Association Membership(s) (1)：

日本数学会

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