process for the manufacture of an analog value of a correlation function of the two functions is not uniform1,054,242. Correlation techniques. SEISMOGRAPH SERVICE (ENGLAND) Ltd. Nov.8, 1962, No.35266/66. Divided out of 1, 054, 241. Heading G1U. An apparatus for the filtering or ...
Although the evaluation of high-order correlation functions is not straightforward, the two-point correlation function, here given for a discrete random vector, (71)f2h(1),h(2);τ=1Vω|τ∫ω|τmx,h(1)×mx+τ,h(2)dx, is widely used to characterize the spatial distribution of microstru...
11.Bounds for Determinants of Matrices Associated with Classes of Semi-multiplicative Functions;与一类半乘法函数相关联矩阵的行列式的界 12.Application of whitening function and grey correlation degree in supplier selection;白化函数与灰色关联度在供应商选择中的应用 13.Two Propositions and Applications about ...
THE VILLAIN MODEL HIGH TEMPERATURE EXPANSION FOR THE TWO-POINT CORRELATION FUNCTION AND SUSCEPTIBILITY RATIO TEST FOR THE SUSCEPTIBILITY EXPANSION ISOTROPY OF HIGH TEMPERATURE CORRELATION FUNCTIONS AT LARGE DISTANCES LOW TEMPERATURE EXPANSION OF THE CORRELATION FUNCTION IN THE VILLAIN MODEL NOTES AND ...
2b. These functions were chosen because they are examples of functions of different degree, i.e. h3(x) is a degree-two function, where OR3(x) and OR3(x) ⊕ x1x3 are both degree-three functions, thus allowing for different forms of non-linear function. We choose one function and...
In this paper we examine 5 indexes (the two Yule's indexes, the chi square, the odds ratio and an elementary index) of a two-by-two table, which estimate the correlation coefficient in a bivariate Bernoulli distribution. We will find the compact expression of the influence functions, which...
Here we demonstrate that higher-order correlation functions are not necessary to certify nonlocality in multipartite quantum states by constructing Bell inequalities from one- and two-body correlation functions for an arbitrary number of parties. The obtained inequalities are violated by some of the ...
We use the properties of subharmonic functions to prove the following results, First, for any lattice system with finite-range forces there is a gap in the spectrum of the transfer matrix, which persists in the thermodynamic limit, if the fugacityz lies in a regionE of the complex plane that...
2.1 Bose–Einstein correlation functions The two-particle Bose–Einstein correlations are defined in terms of the single- and the two-particle invariant momentum distributions N1 and N2 as: C2(p1,p2)=N2(p1,p2)N1(p1)N1(p2), (1) where p1 and p2 are the momenta of the individual particle...
To address the above-defined problem, we leverage the maximal correlation approach14, where the features generated by the pre-trained networks are represented as maximal correlation functions. We particularly look into the multivariate correlation23 of the source features with the target domain, thereby...