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By Saul A. Basri

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Extra resources for Deductive Theory of Space and Time

Sample text

Y,+ n (AVGP), for P c , A A ( V U , ~ ) . U E W ( P ) , Ak E 9 . ,4’n+l A ‘(AVL‘P),’ ~aplA)HAyl~HU . . > u,+ 1) (0, u 1, .. 4"r(/ z, B)H A a BHb< H u 1 A um

02. P6. P7. P8. 93p. P g f 1 a for. < U , P , H ) E ~ x)P 9 H x . +P E 9( H ) . P a H ar \ Q g H a + P = Q . P g G a A P g H b+a = b. a P, Q, 19 a T1. Proof. ad,PA QgHa. P9: a d $ A QBHa+a # a. 20:a=a+T. 1:T. Q(T1). a#b. I V 2,3j 31 OF EVENTS by 03. H x3(3 Y ) . , H, Y. , , H,,) A ( X d , , Y A .. A XdI,,,Y. Yg,,X A ... A Y ~ H ~ X ) , 04. ,H,) x . , H,,, Y a P a P T2. Proof. ,H,,. G, a H, to H, H (T2). a d G P A a E &(G, H ) + a d H P A P E y(G,H ) . d,X A a d 9 , X . v . d,X P3, +Con. by T3.

A y)y=rHb D1, P, bejore b’ 34 [IV +aXHa D1 A a d H P APBHb A b--,b -+Con. <, 5 02. for a

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