Alan Sondheim

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Philosophy |
Of such, without foundation; the present has no foundation; neither within nor without, neither within the apparatus of writing nor without. Mathema- tics possesses no return; every mathematical statement is foundation; every mathematical statement exists and presences. Of mathematics and its production is identical; is unique; is inescapably equivalent. Identity and equivalence remain within product and production; are remnant within product and production. Mathematics is that within which identity appears and appears exactly within equivalence. The world is that which is without identity, with the appearance of identity, without equivalence, with the appearance of equivalence. The splitting of the world is the splitting of perception into classes of apparent identity and apparent equivalence whose boundaries remain within the present, are imminent; but whose boundaries are such as projections. The projection of a boundary is within the present. The history of a boundary is a projection. | |