Abstract
In this work, we shall study in a purely model-independent fashion the infty -category of mixed graded modules over a ring of characteristic 0, as defined by D. Calaque, T. Pantev, M. Vaquié, B. Toën and G. Vezzosi. First, we collect some basic results about its main formal properties, clarifying foundational questions in a systematic manner, to serve as a reference for future work. Finally, we shall endow such infty -category with a both left and right complete accessible t-structure, showing how this identifies the infty -category of mixed graded modules with the left completion of the Beilinson t-structure on the infty -category of filtered modules.
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