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indeterminacy principle
noun
An alternative name for the Heisenberg uncertainty principle.
synonyms
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This paper articulated the uncertainty, or indeterminacy, principle.
Heisenberg made this view explicit in his indeterminacy principle: the more accurately one determines the position, the less accurately the velocity is fixed; the converse is also true.
Uncertainty principle, also called Heisenberg uncertainty principle or indeterminacy principle, statement, articulated (1927) by the German physicist Werner Heisenberg, that the position and the velocity of an object cannot both be measured exactly, at the same time, even in theory.
According to the indeterminacy principle, formulated in 1927 by the German physicist Werner Heisenberg (1901 76), it is impossible to discover with precision both the position and the velocity of a moving electron at the same time.
Some interpreters of the new physics, however, notably Max Planck (1858 1947), Albert Einstein (1879 1955), and Bertrand Russell (1872 1970), sustained the hopes of the rationalists by insisting that what was excluded by the indeterminacy principle was not the fact of causality in this realm but only the precise knowledge of it.
Bohr viewed the wave-particle duality, and Heisenberg's indeterminacy principle that it introduced, as complementary., He incorporated the Taoist Yang-Yin symbol in his coat of arms, yet he regarded the logic of complementary dualism as mutually exclusive.
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At the time of negotiation, it is often difficult to know the real costs and benefits of PTAs for public health because of the indeterminacy of the principles they establish or because of difficulties predicting the effects of specific rules in dynamically changing markets.
Where Heisenberg looked to the formalism and developed his famous uncertainty principle or indeterminacy relation, Bohr chose to analyze concrete experimental arrangements, especially the double-slit experiment.
We know only one passage, in Heisenberg's own Gifford lectures, delivered in 1955-56 (Heisenberg, 1958, p. 43), where he mentioned that his relations "are usually called relations of uncertainty or principle of indeterminacy".
Cagean principles of indeterminacy took no part in this piece.
This paper proposes an idea for eliminating the indeterminacy, i.e., a principle for uniquely normalizing the separator.
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