This paper gives a method for determining the probability of nding a false positive instance of an object in an image when matching is performed using chains of pixels with associated local information (such as orientation). We model the matching process between a chain of object pixels and the image as a Markov process , where each state represents either the presence or absence of a match for...

Mamoni Dhar Assistant Professor Science College, Kokrajhar Kokrajhar-783370, India 1st Author ABSTRACT In this article, we intend to revisit the coherence established between possibility and probability from some functions which are density functions and would like to draw attention of the fact that since a possibility distribution of a normal fuzzy number can be expressed as two distribution f...

In this article, our main intention is to highlight the fact that the probable links between probability and possibility which were established by different authors at different point of time on the basis of some well known consistency principles cannot provide the desired result. That is why the paper discussed some prominent works for transformations between probability and possibility and fi...

The role of dyadic trade dependence in reducing conflict has been a subject of some dispute in the recent literature. Liberals have presented strong evidence that a higher level of trade dependence leads to lower probabilities of dyadic disputes, while an equally compelling literature has generated evidence that elevated levels of trade dependence generally increase the likelihood of disputes, ...

This paper presents new results by using our recently proposed on-line Bayesian learning approach for affine transformation parameter estimation in speaker adaptation. The on-line Bayesian learning technique allows updating parameter estimates after each utterance and i t can accommodate flexible forms of transformation functions as well as prior probability density function. We show through ex...

The classical Poincaré weak recurrence theorem states that for any probability space (Ω,S, P ), any P -measure preserving transformation T , and any A ∈ S, almost all points of A return to A. In the present paper the Poincaré theorem is proved when the σ-algebra S is replaced by any σ-complete MV-algebra. Keywords— Measure preserving transformation, Poincaré recurrence theorem, σ-complete MV-al...

In this paper, a new method is proposed in order to evaluate the stochastic solution of linear random differential equation. The method is based on the combination of the probabilistic transformation method for a single random variable and the numerical methods (e.g. finite difference, finite element, Runge-Kutta, etc...). The transformation technique evaluates the probability density function ...

In this article, an annotated survey of the approaches to the transformation from probability to possibility or conversely is provided and noticeable properties of the transformation are discussed. This article proposes an approach which is different from the one described by some authors in the literature of fuzzy set theory. The alternative proposal which advocates reconstructions is presente...

We show how to encode quantum dynamics in the state of a quantum system, in such a way that the system can be used to stochastically perform, at a later time, the stored transformation on some other quantum system. The probability of failure decreases exponentially with the number of qubits that store the transformation. We discuss optimality of this scheme, whose applications include viability...

: The time behavior of DSN (displaced squeezed number state) for a two-dimensional electronic circuit composed of nanoscale elements is investigated using unitary transformation approach. The original Hamiltonian of the system is somewhat complicated. However, through unitary transformation, the Hamiltonian became very simple enough that we can easily treat it. By executing inverse transformati...