Variance Matrix Priors for Dirichlet Process Mixture Models With Gaussian Kernels
Summary Bayesian mixture modelling is widely used for density estimation and clustering. The Dirichlet process mixture model (DPMM) is the most popular Bayesian non‐parametric mixture modelling approach. In this manuscript, we study the choice of prior for the variance or precision matrix when Gaussian kernels are adopted.
Wei Jing +2 more
wiley +1 more source
Multi-physics modeling for ion homeostasis in multi-compartment plant cells using an energy function. [PDF]
Mestdagh G, De Angeli A, Godin C.
europepmc +1 more source
Comprehensive sensitivity analysis of repeated eigenvalues and eigenvectors for structures with viscoelastic elements [PDF]
Magdalena Łasecka-Plura
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Genomic Analysis of Taurine and Indicine Ancestry in the Montana Tropical Composite Population
ABSTRACT The Montana Tropical cattle, a Taurine and Indicine composite, were developed in Brazil since 1994 and were based on crossing four biological types of cattle: zebu (mainly Nelore), tropical adapted taurine (mainly Senepol and Romosinuano), British taurine (mainly Angus) and continental taurine (as Charolais, Simental and Limousin).
Camila Alves dos Santos +5 more
wiley +1 more source
Generalizing Determinacy under Monetary and Fiscal Policy Switches: The Case of the Zero Lower Bound
Abstract In a fixed‐regime context, it has been established since the work of Leeper (1991) that a determinate and unique equilibrium can be achieved under both monetary dominance (characterized by an active monetary policy and a passive fiscal policy) and fiscal dominance (characterized by an active fiscal policy and a passive monetary policy) regimes
SEONGHOON CHO, ANTONIO MORENO
wiley +1 more source
A Two-Level Preconditioner for the CASSCF Linear-Response Equations. [PDF]
Helmich-Paris B.
europepmc +1 more source
A Nonconvex Unconstrained Method for Eigenvalue Problems and A Nonsingular System for Eigenvector Estimation [PDF]
Yunho Kim
openalex
METHOD FOR REGULATING THE PROPORTION OF DOMINANT EIGENVALUES FOR A FIXED MATRIX OF EIGENVECTORS.
S. U. Zhanatauov
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