Search
Search Results
-
What is the basis of ensemble subset selection?
The visual system can rapidly calculate the ensemble statistics of a set of objects; for example, people can easily estimate an average size of...
-
COMBSS: best subset selection via continuous optimization
The problem of best subset selection in linear regression is considered with the aim to find a fixed size subset of features that best fits the...
-
Moduli spaces of polygons and deformations of polyhedra with boundary
We prove a conjecture of Ian Agol: all isometric realizations of a polyhedral surface with boundary sweep out an isotropic subset in the...
-
Nonstandard Boundary Conditions
In this Chapter, we study three variants of the least gradient problem related to the shape of the domain. The first one concerns the case when we...
-
Boundary values of pluriharmonic functions with Bott-Chern cohomology
The main purpose of this paper is to investigate the relationship between continuation of pluriharmonic functions from the boundary of an unbounded...
-
A biphenotypic lymphocyte subset displays both T- and B-cell functionalities
T cell/B cell mixed phenotypic lymphocytes have been observed in different disease contexts, yet their presence and function in physiological...
-
-
Feature subset selection for data and feature streams: a review
Real-world problems are commonly characterized by a high feature dimensionality, which hinders the modelling and descriptive analysis of the data....
-
Navier–Stokes Equations with Regularized Directional Boundary Condition
We consider the steady Navier–Stokes equations in a bounded domain...
-
Generalized Boundary Integral Equation Method for Boundary Value Problems of Two-D Isotropic Lattice Laplacian
A generalized boundary integral equation method for boundary value problems of two-dimensional isotropic lattice Laplacian is proposed in this paper....
-
Characteristic Equations for True and Fictitious Eigenvalues of Muller Boundary Integral Equations
AbstractThe paper is devoted to the mathematical modelling of two-dimensional microcavity lasers. Using the Galerkin method with trigonometric basis,...
-
Two-sample test for ambivalent subset relationship in fuzzy set qualitative comparative analysis
In fuzzy set qualitative comparative analysis (fsQCA), ambivalent subset relationships (ASR), occur when solution term X is in subset relation with...
-
Why Boundary Regularity?
In this chapter we present some classical results in several complex variables that relate boundary smoothness of domains with the geometric...
-
On a Countable Family of Boundary Graph Classes for the Dominating Set Problem
AbstractA hereditary class is a set of simple graphs closed under deletion of vertices; every such class is defined by the set of its minimal...
-
Two-Stage Greedy Approximated Hypervolume Subset Selection for Large-Scale Problems
Recently, it has been demonstrated that a solution set that is better than the final population can be obtained by subset selection in some studies...
-
A new interpretation on structural reliability updating with adaptive batch sampling-based subset simulation
Reliability analysis aims at quantitatively assessing the risks of structures and infrastructure systems considering various sources of aleatory or...
-
Linear Boundary Value Problems
The chapter describes in detail the Galerkin Finite Element Method (FEM) for time independent, linear boundary value problems. Such boundary value...
-
Failure-Informed Adaptive Sampling for PINNs, Part II: Combining with Re-sampling and Subset Simulation
This is the second part of our series works on failure-informed adaptive sampling for physic-informed neural networks (PINNs). In our previous work...
-
Feature subset selection for multi-scale neighborhood decision information system via mutual information
As a granular computing model, multi-scale data analysis has attracted considerable attention in last several years. However, most of multi-scale...
