The Natural Philosophy of TimeClarendon Press, 1980 - 399 Seiten |
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Seite 214
... hence 0 , ( t ) < 0 ( t ) , for any instant t . It follows that 0 , ( a ) < 0 ( a ) , and , since 0 ( a ) < ẞ , we deduce that On ( a ) < B . Because the clock on covers all the instants of T , it follows that there must exist an ...
... hence 0 , ( t ) < 0 ( t ) , for any instant t . It follows that 0 , ( a ) < 0 ( a ) , and , since 0 ( a ) < ẞ , we deduce that On ( a ) < B . Because the clock on covers all the instants of T , it follows that there must exist an ...
Seite 251
... hence we must have ( t ) = kt . Comparison with ( 5.27 ) yields k2 = a2 . In order to obtain the unique solution k = a , and hence ( t ) = at , where a is positive , we must invoke a further axiom : 2 ( 5.29 ) Axiom XI . The order of ...
... hence we must have ( t ) = kt . Comparison with ( 5.27 ) yields k2 = a2 . In order to obtain the unique solution k = a , and hence ( t ) = at , where a is positive , we must invoke a further axiom : 2 ( 5.29 ) Axiom XI . The order of ...
Seite 256
... hence dt v ' _dt2 V2 dť ' = ( 1 + i ) dr , dt ' where V , denotes the radial velocity of B with respect to A , being positive if B is receding and negative if B is approaching . ( If B moves only radially , then V , is the same as the ...
... hence dt v ' _dt2 V2 dť ' = ( 1 + i ) dr , dt ' where V , denotes the radial velocity of B with respect to A , being positive if B is receding and negative if B is approaching . ( If B moves only radially , then V , is the same as the ...
Inhalt
UNIVERSAL TIME | 1 |
HUMAN TIME | 48 |
BIOLOGICAL TIME | 123 |
Urheberrecht | |
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according alpha rhythm animals argued argument Aristotle assigned associated atoms axiom biological clock body brain Bünning C. D. Broad Cambridge causal circadian rhythms circannual concept concerned conclusion Consequently constant continuous cosmic cycle definition depends direction distance duration E₁ effect Einstein's entropy epoch equation event horizon example existence experience fact finite formula function fundamental particle future galaxies geometry given gravitational hence hypothesis idea infinite instant interval light cones London mathematical measure mechanism memory Minkowski diagram Moreover motion moving Nevertheless Newton objects observer occur organisms origin oscillations paradox particle horizon particular past perception period phenomena philosophers photons photoperiodic Phys physical physiological possible postulate precedes present principle problem processes regarded relation result reversal scale sense sequence simultaneous space space-time spatial specious present speed succession t₁ t₂ temperature temporal Theory of Relativity thermodynamic tion transl uniform velocity of light whereas world line world model