cylinder set sentence in Hindi
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- A cylinder set measure on " E " is not actually a measure on " E " : it is a collection of measures defined on all finite-dimensional images of " E ".
- The canonical Gaussian cylinder set measure on an infinite-dimensional Hilbert space can never be a " bona fide " measure; equivalently, the identity function on such a space cannot be " & gamma; "-radonifying.
- The Gaussian cylinder set measure on " H " gives a cylinder set measure on the space of tempered distributions, which extends to a measure on the space of tempered distributions, " S " & prime;.
- Explicit representations for the cylinder sets can be gotten by noting that the string of values corresponds to a " q "-adic number, and thus, intuitively, the product topology resembles that of the real number line.
- The Gaussian cylinder set measure on " H " gives a cylinder set measure on the space of tempered distributions, which extends to a measure on the space of tempered distributions, " S " & prime;.
- This algebra is then commonly written as ( \ Omega, \ mathcal { F } ) where the elements of \ mathcal { F } are the finite-length sequences of coin flips ( the cylinder sets ).
- It was a six-wheel design of Killingworth type; the first and last axles were driven by pistons in two vertical cylinders set in the boiler top, and a chain drive working on central sprocket wheels connected all three axles.
- The partition function, together with the Hamiltonian, are used to define a measure on the Borel ?-algebra in the following way : The measure of a cylinder set, i . e . an element of the base, is given by
- Instead of using a central oculus in each dome, as at the Palace of Ardashir and as shown in the bas relief found at Kuyunjik, lighting was provided by a number of hollow terracotta cylinders set into the domes at regular intervals.
- Which can also be identified with the set of basis for the open sets of the product topology are cylinder sets; the homeomorphism maps these to the subspace topology that the Cantor set inherits from the natural topology on the real number line.
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