NatureHardy, G. H., Riesz, M., (1915) The general theory of Dirichlet's series, Cambridge Tracts in Mathematics and Mathematical Physics, 18, Cambridge University Press.G.H. Hardy and M. Riesz. The general theory of Dirichlet's series. Cambridge University Press, 1915....
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It combines the naive assumption (i.e., all the attributes are independent given the class variable) and the Imprecise Dirichlet Model (IDM) to produce an imprecise classification. This NCC procedure provides worse results than the ICDT model [5], and we do not use it here. An imprecise ...
ϕ ( x i ) and q ( x i ) are the Dirichlet and Neumann values, and n x i is the normal at the collocation point x i . The coefficients ϕ i i and q i i are source intensity factors corresponding, respectively, to the fundamental solution and its derivative. Q ( x i , ...
n=1 n=1 It would constitute very strong further evidence for the validity of the above assumption if one can show that the corresponding McKay–Thompson 1I thank A. Sen for useful discussions on this point. 626 Miranda C. N. Cheng series, or twisted partition functions ∞ Tg(τ ) = (...
The Administration claims that deregulation has been an important contributor to the acceleration of growth in the years since Trump's election, but there is no hard evidence to quantify whether that is true, or if so, how much of that growth should be attributed ...
In particular the ouput of the program entails, depending on user's requirement: 1) the generalized Born radius of each atom; 2) the solvation electrostatic free energy; 3) the electrostatic forces on each atom (the theory of electrostatic forces based on surface integrals is developed ...
Included in the following conference series: International Conference on the Theory and Application of Cryptology and Information Security 1914 Accesses 11 Citations Abstract Approx-Svp is a well-known hard problem on lattices, which asks to find short vectors on a given lattice, but its varian...
The validity of the regular Weyl law was also established for the Dirichlet problem in a bounded domain inside the ambient RCD(K, N ) space (X, d, HN ) [28], and for general compact RCD(K, N ) spaces with essential dimension equal to 1 [29]. The situation may drastically change ...
Probability Theory & Related FieldsKrylov, N.V.: ‘A W 2 n -theory of the Dirichlet problem for SPDE in general smooth domains’, Probab. Theory Related Fields 98 (1994), 389–421.Krylov, N. A W2n -theory of the Dirichlet problem for SPDEs in general smooth domains. Probab. Theory...