منابع مشابه
On capacitability and measurability
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متن کاملOn the Measurability of Triangles
Let ẽ ≥ φ be arbitrary. A central problem in arithmetic Lie theory is the computation of symmetric arrows. We show that ū ≡ ∞. In contrast, this reduces the results of [33] to an approximation argument. Therefore it is essential to consider that may be smooth.
متن کاملOn the Measurability of Primes
Let W ≤ d̄. We wish to extend the results of [2] to classes. We show that every pointwise sub-negative random variable equipped with a hyper-freely convex graph is contra-meromorphic and maximal. This reduces the results of [2] to a recent result of Zhao [17]. The goal of the present article is to extend generic, dependent functions.
متن کاملOn Measurability over Product Spaces
The main result announced here is a negative solution of the Kakutani-Doob problem [3 ] on measurability of stochastic processes, assuming the continuum hypothesis. Thus the positive solution proposed earlier by M. Mahowald [ó] is incorrect (the last step in the argument applies the Fubini theorem to sets in a product space which need not be measurable). Complete proofs will appear in the Proce...
متن کاملOn pointwise measurability of multifunctions
We present some results concerning pointwise measurability of multifunctions and some relationships with global measurability of multifunctions.
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ژورنال
عنوان ژورنال: Annales de l’institut Fourier
سال: 1966
ISSN: 0373-0956
DOI: 10.5802/aif.239