output
20022013
most citedA Spitzer Survey of Young Stellar Clusters within One Kiloparsec of the Sun: Cluster Core Extraction and Basic Structural Analysis

732 citations

Showing 2009Show all

8 papers · 1 filter

astro-ph.SR200923 cited

Chandra and Spitzer Imaging of the Infrared Cluster in NGC 2071

S. L. Skinner, K. R. Sokal, S. T. Megeath +5

We present results of a sensitive Chandra X-ray observation and Spitzer mid-IR observations of the infrared cluster lying north of the NGC 2071 reflection nebula in the Orion B mol…

astro-ph.SR200920 cited

Toward Understanding The B[e] Phenomenon: III. Properties of the optical counterpart of IRAS 00470+6429

A. S. Miroshnichenko, E. L. Chentsov, V. G. Klochkova +19

FS CMa type stars are a group of Galactic objects with the B[e] phenomenon. They exhibit strong emission-line spectra and infrared excesses, which are most likely due to recently f…

astro-ph.EP200963 cited

Spitzer/IRAC Limits to Planetary Companions of Fomalhaut and epsilon Eridani

M. Marengo, K. Stapelfeldt, M. W. Werner +5

Fomalhaut and epsilon Eridani are two young, nearby stars that possess extended debris disks whose structures suggest the presence of perturbing planetary objects. With its high se…

astro-ph.SR2009732 cited

A Spitzer Survey of Young Stellar Clusters within One Kiloparsec of the Sun: Cluster Core Extraction and Basic Structural Analysis

R. A. Gutermuth, S. T. Megeath, P. C. Myers +3

We present a uniform mid-infrared imaging and photometric survey of 36 young, nearby, star-forming clusters and groups using {\it Spitzer} IRAC and MIPS. We have confidently identi…

astro-ph.GA200930 cited

Detection of Star Formation in the Unusually Cold Giant Molecular Cloud G216

S. T. Megeath, E. Allgaier, E. Young +3

The giant molecular cloud G216-2.5, also known as Maddalena's cloud or the Maddalena-Thaddeus cloud, is distinguished by an unusual combination of high gas mass (1-6 x 10^5) solar…

math.FA2009

Reducing Subspaces on the Annulus

Ronald G. Douglas, Yun-Su Kim

We study reducing subspaces for an analytic multiplication operator M_{z^{n}} on the Bergman space L_{a}^{2}(A_{r}) of the annulus A_{r}, and we prove that M_{z^{n}} has exactly 2^…