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On some properties of the spaces of almost continuous functionsDOI: 10.1155/s016117129600004x Keywords: almost continuity, the first class of Baire , blocking set , superporosity. Abstract: In this paper we prove that, in the space ° ’ of almost continuous functions (with the metric of uniform convergence), the set of functions of the first class of Baire is superporous at each point of this space
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