Deductive Theory of Space and Time by Saul A. Basri

By Saul A. Basri

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Example text

Hafl A XI, . )xn # P v X i g H a , ) A .. A X I , .. , C HA A ( a , D1. , a,,}. ,a, is a sequence of events at P associated P(PcHA) u on P , with A’. , xk,, P x~(x,<~u<~x~). ,Yn+i u P , A ) H ,Y ~ < H V < H Y ~ , on P Y,,

Z ( X ,Y @ . ,u,+ a b u, b a u, urn, by A. B. fY)HA X , Z A (3 u 1, . urn + 1 , ut > . . > u,+ 1) (0, u 1, .. 4"r(/ z, B)H A a BHb< H u 1 A um> ~m = ( ( A - I*>"> 9 (x > r 7 = JP-2, p mean r7 standard deviation.

On, x,Y ) . ( U , , . , U, x2: W E ~ ( P ) H A U < H W ~ ( ~ ~ ) ~ E ~ A ( ( ~ ~ ~ , Y , A),-+X= V x,A)H xv;;*Y V Y T X . ‘ A is a clock with output particle P ’ . 9 3. , Z ( X ,Y @ . ,u,+ a b u, b a u, urn, by A. B. fY)HA X , Z A (3 u 1, . urn + 1 , ut > . . > u,+ 1) (0, u 1, .. 4"r(/ z, B)H A a BHb< H u 1 A um

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