The Natural Philosophy of TimeClarendon Press, 1980 - 399 Seiten |
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Seite 208
If neither instant is earlier than the other , then they are simultaneous ( identical ) . Having defined instants by this method , we now face the crucial question : does this definition yield the temporal continuum of instants ...
If neither instant is earlier than the other , then they are simultaneous ( identical ) . Having defined instants by this method , we now face the crucial question : does this definition yield the temporal continuum of instants ...
Seite 212
Let to be any given instant of T which precedes some other instant tı . Then by ( ii ) it follows that we can choose an instant t2 which precedes ti and is preceded by to . We shall denote this by the symbolism to < tz < ti .
Let to be any given instant of T which precedes some other instant tı . Then by ( ii ) it follows that we can choose an instant t2 which precedes ti and is preceded by to . We shall denote this by the symbolism to < tz < ti .
Seite 213
Beginning with any instant 1 , a temporal chain of instants can be constructed so that , if the clock is set at t , it strikes at instant 0 ( t ) , if set at 0 ( t ) it strikes at 0 { 0 ( t ) } , and in general if set at 0P ( ) it ...
Beginning with any instant 1 , a temporal chain of instants can be constructed so that , if the clock is set at t , it strikes at instant 0 ( t ) , if set at 0 ( t ) it strikes at 0 { 0 ( t ) } , and in general if set at 0P ( ) it ...
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Inhalt
UNIVERSAL TIME | 1 |
HUMAN TIME | 48 |
BIOLOGICAL TIME | 123 |
Urheberrecht | |
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according activity animals appears argued argument assigned associated assumed attention become believed biological body brain called clock concept concerned conclusion Consequently considered constant continuous corresponding defined definition depends determined direction distance distinct duration effect Einstein's equation essential evidence example existence experience fact follows formula function fundamental future given hence hypothesis idea increase independent infinite instant interval involved later less light London mathematical matter means measure mechanism memory mind Moreover motion moving nature Nevertheless objects observer obtained occur organisms origin particles particular past perception period physical position possible precedes present Press principle problem processes reference regarded relation relative respect result reversal rhythms scale sense sequence signal similar simultaneous space spatial Special Relativity speed succession suggested temperature temporal theory thought tion uniform universe whereas whole