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In [4], Dlaska introduced the class of almost rc-Lindelf sets and studied some basic properties of such sets. In this paper, we obtain further results concerning almost rc-Lindelf sets. We also introduce new concepts to obtain several mapping properties concerning almost rc-Lindelf sets and almost rc-Lindelf spaces. The property of being an almost rc-Lindelf set is invariant under functions which are slightly continuous and weakly θ-irresolute. It is also shown that the property of being an almost rc-Lindelf space is inverse invariant under functions which are weakly almost open, ω-regular open, and whose fibers are S-sets.

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Journal of Thermal Analysis and Calorimetry
Authors: Adney Luís A. da Silva, Guilherme G. G. Castro, and Mariana M. V. M. Souza

the samples synthesized with urea, glycine, and alanine, it is difficult to distinguish between decomposition stages with a slightly continuous mass loss. The samples synthesized with ethylene glycol and citric acid presented larger mass

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