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As Whitehall had been insisting on majority rule as a condition for independence, this declaration went unrecognised and caused Britain and the United Nations to impose economic sanctions on Rhodesia.
The Labour Cabinet of British Prime Minister Harold Wilson, which replaced the previous Conservative administration in October 1964, did not give credence to the Rhodesian tests of opinion, and insisted on majority rule as a condition for independence.
In combination with sufficient education, this was seen as an essential condition for independence within the Dutch society; having the ability to function with less or no kind of assistance.
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Probabilistic measure theory: Borel-Cantelli Lemmas; pi-lambda theorem, conditions for independence of events, random variables and sigma-fields; Kolmogorov extension theorem; Zero-One Laws (Kolmogorov and Hewitt-Savage).
The first assertion was directly proved by [1, Lemma 2.2], so we need only to check conditions for independence, in order to prove the second by [1, Theorem 2.1].
This paper presents and proves a sufficient condition for data independence, expressed in terms of the behaviour of inputs and outputs of a system, that can be checked in practice by a model checker; and it demonstrates how this condition is used in two design applications.
In other words, having infinitely many neurons is not a sufficient condition for getting independence, because also infinite connections per neuron are required.
Further Reading: Cartwright (2007), Part II; Pearl (1988), Chapter 3; Pearl (2000), Chapter 1; Spirtes, Glymour and Scheines (2000), Chapter 3. The MC states a sufficient condition but not a necessary condition for conditional probabilistic independence.
For a long time a substantial minority has sought full independence from Denmark, and in 1999 the Landsstyre entered negotiations with the Danish government about conditions for full independence.
The Minimality and Faithfulness Conditions are two conditions that give necessary conditions for probabilistic independence.
Our condition of independence implicitly assumes free recombination among locations.
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