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QUANTUM METAPHYSICS - E-thesis

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Phase entanglement associated with quantum waves, something not observed in normal threedimensional<br />

waves, has often been described by applying the idea of multi-dimensional space.<br />

Non-local correlations become understandable if particles or states observed in threedimensional<br />

space are thought of as being different projections of a certain waveform which<br />

belong to the multi-dimensional space. 551 On the other hand, the multi-dimensional configuration<br />

spaces required to depict a wave function are evidently the main reason why wave functions are<br />

not generally taken to be real objects.<br />

4.2.5. Indeterminism, irreversibility and the measurement problem<br />

Classical physics presupposed that one can always in principle determine the state of a physical<br />

system to any desired degree of accuracy by measuring certain quantities. Measurement was<br />

thought of as simply revealing some objective fact concerning the world to a detached observer.<br />

Measurement either caused no disturbance to the system being examined, or the effect of the<br />

disturbance could be controlled. 552 However, as humans could not obtain direct observations of<br />

atomic phenomena, some type of experimental equipment was required which interacted with the<br />

system under investigation. In quantum mechanics, when a system of exceedingly small mass is<br />

under consideration, the state of the object is disturbed by the measuring process in an<br />

unpredictable way and the state loses its determinacy relative to other quantities. 554 Interactions<br />

always take place through changes in energy and momentum. The minimum quantity of energy<br />

that can be exchanged is a single quantum, and when states are quantised, interaction signifies<br />

that the state of the system will change in an unpredictable manner.<br />

The fact that interaction between the measuring apparatus and the object is inevitable implies<br />

that the state of a system cannot be measured without being changed by the process of<br />

measurement. The nature of this ”disturbance”, the unpredictable statistical impact on the system<br />

somehow produced by the measurement<br />

551<br />

Herbert 1985, 168-170. For example, David Bohm and Sunny Y. Auyang have emphasised multidimensionality.<br />

552<br />

For example, measurement of length did not disturb the object and the error resulting from the measurement of<br />

electric current was calculable.<br />

554 March 1951, 1.<br />

210

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