एर्गोडिक हिंदी उपयोग और उदाहरण

उत्परिवर्तन की एक बहुत कम दर एक आनुवंशिक ड्रिफ्ट पैदा कर सकती है (जो स्वभाव से गैर-एर्गोडिक होती है).।

"" इसके अलावा क्रमचय-संचय का उपयोग इष्टतमीकरण (आप्टिमाइजेशन), संगणक विज्ञान, एर्गोडिक सिद्धांत (ergodic theory) तथा सांख्यिकीय भौतिकी में भी होता है।

एर्गोडिक इसके अंग्रेजी अर्थ का उदाहरण

Yet another variation is to use a single transducer and an ergodic cavity.

Intuitively, an ergodic cavity is one that will allow a wave originating at any point to reach any other point.

An example of an ergodic cavity is an irregularly shaped swimming pool: if someone dives in, eventually the entire surface will be rippling with no clear pattern.

Fink imagines a cryptographic application based on the ergodic cavity configuration.

37: Dynamical systems and ergodic theory.

Is ergodic theory relevant? .

So long-term time averages and the ergodic hypothesis, despite the intense interest in them in the first part of the twentieth century, strictly speaking are not relevant to the probability assignment for the state one might find the system in.

Some of the mathematical interests of Sergei Vasilovich were always close to some of mine (measure and ergodic theory); he supervised the translation of a couple of my books into Russian.

The set of Gibbs measures on a system is always convex, so there is either a unique Gibbs measure (in which case the system is said to be "ergodic"), or there are infinitely many (and the system is called "nonergodic").

In the nonergodic case, the Gibbs measures can be expressed as the set of convex combinations of a much smaller number of special Gibbs measures known as "pure states" (not to be confused with the related but distinct notion of pure states in quantum mechanics).

ergodic) Gibbs measure will necessarily be invariant under the symmetry.

nonergodic) Gibbs measures, the pure states are typically not invariant under the Hamiltonian's symmetry.

Eldest sons of barons In probability theory, a stationary ergodic process is a stochastic process which exhibits both stationarity and ergodicity.