The Large and the Small paradox (in particular its Small Horn). We will consider classical contemporary reformulations of the argument (Grünbaum in Philosophy of Science 19:280–306, 1952; Grünbaum in Modern science and Zeno's paradoxes. Allen and Unwin, London, 1968) and the possible "solutions' to it. Finally, we will propose a new formulation of the paradox and analyze its consequences. In particular, we will bring further arguments supporting the standard thesis that it is possible that a segment of space is composed of a non-denumerable set of indivisible 0-length points. " /> Is a space interval a set of infinite points? - Fano Vincenzo; Graziani Pierluigi | sdvig press