Joint testing for the cumulative effect of multiple single-nucleotide polymorphisms grouped on the basis of prior biological knowledge has become a popular and powerful strategy for the analysis of large-scale genetic association studies. The kernel machine (KM)-testing framework is a useful approach that has been proposed for testing associations between multiple genetic variants and many diff...

An open problem for signature-based scanners for kernel data structures in memory is the potential for attackers to create dummy objects that, while syntactically valid, are not actually used by the operating system. These fake structures can cause false positives when searching for data structures in memory, creating noise in which an attacker can hide malicious objects. As a result, a method ...

We give a simple proof of the Kernel theorem for the space of tempered ultradistributions of Beurling Komatsu type, using the characterization of Fourier-Hermite coefficients of the elements of the space. We prove in details that the test space of tempered ultradistributions of Beurling Komatsu type can be identified with the space of sequences of ultrapolynomal falloff and its dual space with ...

While numerous extensions of Cardelli and Wegner's calculus of polymorphism and subtyping, Kernel Fun, have been studied during the past decade, one quite simple one has received little attention: the addition of a minimal type Bot, dual to the familiar maximal type Top. We develop basic meta-theory for this extension. Although most of the usual properties of Kernel Fun (existence of meets and ...

A large part of the theory of extreme value index estimation is developed for positive extreme value indices. The best-known estimator of a positive extreme value index is probably the Hill estimator. This estimator belongs to the category of moment estimators, but can also be interpreted as a quasimaximum likelihood estimator. It has been generalized to a kernel-type estimator, but this kernel...

A q-analogue of the type A Dunkl operator and integral kernel We introduce the q-analogue of the type A Dunkl operators, which are a set of degree–lowering operators on the space of polynomials in n variables. This allows the construction of raising/lowering operators with a simple action on non-symmetric Macdonald polynomials. A bilinear series of non-symmetric Macdonald polynomials is introdu...

While numerous extensions of Cardelli and Wegner's calculus of polymorphism and subtyping, Kernel Fun, have been studied during the past decade, one quite simple one has received little attention: the addition of a minimal type Bot, dual to the familiar maximal type Top. We develop basic meta-theory for this extension. Although most of the usual properties of Kernel Fun (existence of meets and ...

this study examined the influence of pre-frying treatments and oil type on the moisture outflow and oil uptake during the frying of potato strips. the pre-treatments were 6 min blanching in a 85°c a water bath containing 0.5% calcium chloride and immersion in a 1% solution of carboxymethyl cellulose; 6 min blanching in a 85°c water bath containing 0.5% calcium chloride and immersion in a 2% sol...

Radial convolution operators on free groups with non-negative kernel of weak type (2, 2) and of restricted weak type (2, 2) are characterized. Estimates of weak type (p, p) are obtained as well for 1 < p < 2.

In this paper basically we have compared the efficiency of image retrieval using the most efficient type of classifiers i.e. Support Vector Machine (SVM) with linear kernel mapping and the Hellinger kernel mapping applied to various classes of images and also varied representation of the corresponding image classes using Matlab R2009a.The results obtained from simulation show that Hellinger ker...