2009
DOI: 10.5831/hmj.2009.31.4.497
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M-PRECLOSED GRAPH AND M*-PREOPEN MAPPING ON SPACES WITH MINIMAL STRUCTURES

Abstract: Abstract. We introduce the concepts of M -preclosed graph and M * -preopen mapping on spaces with minimal structures and investigate some properties of M * -preopen mapping. We also investigate the relationships between M -precontinuous mappings and several types of m-compactness.

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“…We compute full resolution 1 emitted and scattered flux images of the dust distribution in the disc at wavelengths of λ = [0.65, 850] µm to use them as a model input for SPHERE-ZIMPOL and ALMA simulators in bands R and 7, respectively. The radiative transfer is carried out using the Monte-Carlo radiative transfer code MCMax (Min et al 2009), which self-consistently solves the temperature and vertical structure of the distribution of gas and dust in the disc, provided as an input, including the effect of dust settling.…”
Section: A2 Radiative Transfer and Synthetic Observationsmentioning
confidence: 99%
“…We compute full resolution 1 emitted and scattered flux images of the dust distribution in the disc at wavelengths of λ = [0.65, 850] µm to use them as a model input for SPHERE-ZIMPOL and ALMA simulators in bands R and 7, respectively. The radiative transfer is carried out using the Monte-Carlo radiative transfer code MCMax (Min et al 2009), which self-consistently solves the temperature and vertical structure of the distribution of gas and dust in the disc, provided as an input, including the effect of dust settling.…”
Section: A2 Radiative Transfer and Synthetic Observationsmentioning
confidence: 99%