… Rybicki Press algorithm, which enables inverting and computing determinants of covariance
matrices, whose elements are sums of exponentials. The algorithm is … banded algorithms for …

… atmospheres is generalized to treat flows in which the line-of-sight component of the flow …
Equation (100) is the generalization of equation (45). The desired generalization of equation (…

We study connected branches of nonconstant 2π-periodic solutions of the Hamilton equation
[Formula: see text] where λ∈(0,+∞), H∈C 2 ( R n × R n , R ) and ∇ 2 H(x 0 )= A 0 0 B for x …

… The incremental complementary energy approach to stress analysis including material
nonlinearity has been successfully applied to plane stress and generalized plane strain problems…

One of the strongest and the most popular tools in topological nonlinear analysis are the
Brouwer topological degree and its infinite-dimensional generalization the Leray–Schauder …

… a reconstruction algorithm. The algorithm is evaluated by assuming a known spin density
which is then used to calculate the PERL signal. This signal is the input for the algorithm. We …

… A numerical method, based on a generalized Riccati transformation of Rybicki and Usher,
is … Most of these numerical solutions were obtained by a generalized discrete-ordinate …

… a generalization-optimizing AI framework, overcomes these limitations of previous models
that did not generalize and … selection that chooses the best algorithm that identifies features to …

… [8]) as well as individual errors (n~), then the generalization ofequation (13) is … so such
a generalization is essential to the present application. … (13) The generalization to the …

… of generalized functions and develop a fast algorithm based on its evaluation. In particular,
we construct an algorithm … In [11] Press and Rybicki suggest using Lagrange interpolation to …