• Title/Summary/Keyword: H-space

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Wide-Field Survey IR Space Telescope, MIRIS Design

  • Han, W.;Park, J.H.;Nam, U.W.;Yuk, I.S.;Jin, H.;Lee, S.H.;Park, Y.S.;Park, S.J.;Lee, D.H.;Lee, C.H.;Jeong, W.S.;Ree, S.W.;Park, J.O.;Lee, S.H.;Lee, H.M.;Lee, H.M.;Matsumoto, T.
    • Bulletin of the Korean Space Science Society
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    • 2008.04a
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    • pp.27.1-27.1
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    • 2008
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GENERALIZED BOUNDED ANALYTIC FUNCTIONS IN THE SPACE Hω,p

  • Lee, Jun-Rak
    • Korean Journal of Mathematics
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    • v.13 no.2
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    • pp.193-202
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    • 2005
  • We define a general space $H_{{\omega},p}$ of the Hardy space and improve that Aleman's results to the space $H_{{\omega},p}$. It follows that the multiplication operator on this space is cellular indecomposable and that each invariant subspace contains nontrivial bounded functions.

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[ $H^f-SPACES$ ] FOR MAPS AND THEIR DUALS

  • Yoon, Yeon-Soo
    • The Pure and Applied Mathematics
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    • v.14 no.4
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    • pp.289-306
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    • 2007
  • We define and study a concept of $H^f-space$ for a map, which is a generalized concept of an H-space, in terms of the Gottlieb set for a map. For a principal fibration $E_{\kappa}{\rightarrow}X$ induced by ${\kappa}:X{\rightarrow}X'\;from\;{\epsilon}:\;PX'{\rightarrow}X'$, we can obtain a sufficient condition to having an $H^{\bar{f}}-structure\;on\;E_{\kappa}$, which is a generalization of Stasheff's result [17]. Also, we define and study a concept of $co-H^g-space$ for a map, which is a dual concept of $H^f-space$ for a map. Also, we get a dual result which is a generalization of Hilton, Mislin and Roitberg's result [6].

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LINEAR MAPPINGS, QUADRATIC MAPPINGS AND CUBIC MAPPINGS IN NORMED SPACES

  • Park, Chun-Gil;Wee, Hee-Jung
    • The Pure and Applied Mathematics
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    • v.10 no.3
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    • pp.185-192
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    • 2003
  • It is shown that every almost linear mapping $h{\;}:{\;}X{\;}{\rightarrow}{\;}Y$ of a complex normed space X to a complex normed space Y is a linen. mapping when h(rx) = rh(x) (r > 0,$r\;{\neq}\;1$$x{\;}{\in}{\;}X$, that every almost quadratic mapping $h{\;}:{\;}X{\;}{\rightarrow}{\;}Y$ of a complex normed space X to a complex normed space Y is a quadratic mapping when $h(rx){\;}={\;}r^2h(x){\;}(r{\;}>{\;}0,r\;{\neq}\;1)$ holds for all $x{\;}{\in}{\;}X$, and that every almost cubic mapping $h{\;}:{\;}X{\;}{\rightarrow}{\;}Y$ of a complex normed space X to a complex normed space Y is a cubic mapping when $h(rx){\;}={\;}r^3h(x){\;}(r{\;}>{\;}0,r\;{\neq}\;1)$ holds for all $x{\;}{\in}{\;}X$.

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ON QUASI-FUZZY H-CLOSED SPACE AND CONVERGENCE

  • Yoon, Kyo-Chil;Myung, Jae-Duek
    • Korean Journal of Mathematics
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    • v.4 no.2
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    • pp.173-178
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    • 1996
  • In this paper, we discuss quasi-fuzzy H-closed space and introduce ${\theta}$-convergence of prefilter in fuzzy topological space. And we define ${\theta}$-closed fuzzy set using by ${\theta}$-convergence.

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The Properties of M33 Star Cluster System

  • Park W -K.;Lee M.S.;Park H.S.;Kim S. C.;Park J. -H.;Lee S. -G.;Oh S.J;Lee Y.-W.;Sohn Y. -J.;Rey S. -C.;Yuk I. -S.;Kim H. -I.;Han W
    • The Bulletin of The Korean Astronomical Society
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    • v.30 no.1
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    • pp.38.2-38.2
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    • 2005
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SPACE OF HOMEOMORPHISMS UNDER REGULAR TOPOLOGY

  • Mir Aaliya;Sanjay Mishra
    • Communications of the Korean Mathematical Society
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    • v.38 no.4
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    • pp.1299-1307
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    • 2023
  • In this paper, we attempt to study several topological properties for the function space H(X), space of self-homeomorphisms on a metric space endowed with the regular topology. We investigate its metrizability and countability and prove their coincidence at X compact. Furthermore, we prove that the space H(X) endowed with the regular topology is a topological group when X is a metric, almost P-space. Moreover, we prove that the homeomorphism spaces of increasing and decreasing functions on ℝ under regular topology are open subspaces of H(ℝ) and are homeomorphic.

A NOTE ON H-SETS

  • Tikoo, Mohan L.
    • Kyungpook Mathematical Journal
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    • v.28 no.1
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    • pp.91-95
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    • 1988
  • The nature of a H-set in a Hausdorff space is not well understood. In this note it is shown that if X is a countable union of nowhere dense compact sets, then X is not H-embeddable in any Hausdorff space. An example is given to show that there exists a non-Urysohn, non-H-closed space X such that each H-set of X is compact.

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FIMS Observations of Hot Interstellar Medium

  • Seon Kwang-Il;Kim I. J.;Park J. H.;Shinn J. H.;Lee D. H.;Ryu K. S.;Han W.;Min K. W.;Jin H.;Yuk I. S.;Nam U. W.;Edelstein J.;Nishikida K.
    • Bulletin of the Korean Space Science Society
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    • 2004.10b
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    • pp.49-49
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    • 2004
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Photometry of MIRIS Paschen-α blobs detected in Cepheus

  • Kim, Il-Joong;Pyo, Jeonghyun;Jeong, Woong-Seob;Park, Won-Kee;Kim, Min Gyu;Lee, Dukhang;Moon, Bongkon;Park, Sung-Joon;Park, Youngsik;Lee, Dae-Hee;Han, Wonyong
    • The Bulletin of The Korean Astronomical Society
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    • v.41 no.2
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    • pp.55.3-55.3
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    • 2016
  • By comparing MIRIS Paschen-${\alpha}$ ($Pa{\alpha}$) Galactic Plane Survey (MIPAPS) data with Anderson's H II region catalog (the most complete Galactic H II region catalog up to date), we confirmed $Pa{\alpha}$ detections from ~50% of the H II region candidates in Cepheus (Galactic longitude from $+96^{\circ}$ to $116^{\circ}$). The detection of the hydrogen recombination line identifies these candidates as clear H II regions. If we extend this result to the whole plane, more than 1000 candidates are expected to be identified as H II regions. In this contribution, we present the results of quantitative estimations (brightness, size, etc.) for the $Pa{\alpha}$ blobs detected in Cepheus. To obtain intensity of $Pa{\alpha}$ emission line, we perform background and point spread function (PSF) matching between two filter images (line and continuum filters) as well as flux calibration.

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