Evolution of interval eigenvalue problems and its applications to the uncertain dynamic problems
In this article, we accumulate theories and computing procedures to find eigenvalue bounds
for interval matrices. Also, we have pointed out the computational complexity and …
for interval matrices. Also, we have pointed out the computational complexity and …
On the Leakage, Torque, and Dynamic Force Coefficients of Air in Oil (Wet) Annular Seal: A Computational Fluid Dynamics Analysis Anchored to Test Data
Subsea pumps and compressors must withstand multiphase flows whose gas volume
fraction (GVF) or liquid volume fraction (LVF) varies over a wide range. Gas or liquid content …
fraction (GVF) or liquid volume fraction (LVF) varies over a wide range. Gas or liquid content …
The interval eigenvalue problem using constraint interval analysis with an application to linear differential equations
MT Mizukoshi, WA Lodwick - Fuzzy Sets and Systems, 2021 - Elsevier
The interval eigenvalue problem using constraint interval analysis with an application to
linear differential equations - ScienceDirect Skip to main contentSkip to article Elsevier logo …
linear differential equations - ScienceDirect Skip to main contentSkip to article Elsevier logo …
[HTML][HTML] Interval tensors and their application in solving multi-linear systems of equations
In this paper, we introduce interval tensors and present some results about their
eigenvalues, positive definiteness and application in solving multi-linear systems. It is …
eigenvalues, positive definiteness and application in solving multi-linear systems. It is …
Robust interval Luenberger observer-based state feedback control: Application to a multi-DoF micropositioner
M Hammouche, A Mohand-Ousaid… - … on Control Systems …, 2018 - ieeexplore.ieee.org
Controlling multidegrees of freedom (DOF) micropositioning systems always represents a
great challenge because of the high sensitivity to the environment at this scale and the cross …
great challenge because of the high sensitivity to the environment at this scale and the cross …
Hybrid PSO-α BB Global Optimisation for C² Box-Constrained Multimodal NLPs
BB is an elegant deterministic branch and bound global optimisation that guarantees global
optimum convergence with minimal parameter tuning. However, the method suffers from a …
optimum convergence with minimal parameter tuning. However, the method suffers from a …
Real eigenvalue bounds of standard and generalized real interval eigenvalue problems
H Leng - Applied Mathematics and Computation, 2014 - Elsevier
In this paper, we study the real eigenvalue bounds of standard and generalized real interval
eigenvalue problems. Based on some known sufficient conditions for the regularity of …
eigenvalue problems. Based on some known sufficient conditions for the regularity of …
Type-2 fuzzy linear eigenvalue problems with application in dynamic structures
In this chapter, uncertain linear eigenvalue problems are solved, where vagueness is taken
as type-2 fuzzy numbers. Triangular perfect quasi type-2 fuzzy numbers (triangular perfect …
as type-2 fuzzy numbers. Triangular perfect quasi type-2 fuzzy numbers (triangular perfect …
Filtering algorithm for real eigenvalue bounds of interval and fuzzy generalized eigenvalue problems
NR Mahato, S Chakraverty - … -ASME Journal of …, 2016 - asmedigitalcollection.asme.org
This paper deals with an interval and fuzzy generalized eigenvalue problem involving
uncertain parameters. Based on a sufficient regularity condition for intervals, an interval …
uncertain parameters. Based on a sufficient regularity condition for intervals, an interval …
On the efficient Gerschgorin inclusion usage in the global optimization method
M Hladík - Journal of Global Optimization, 2015 - Springer
In this paper, we revisit the α α BB method for solving global optimization problems. We
investigate optimality of the scaling vector used in Gerschgorin's inclusion theorem to …
investigate optimality of the scaling vector used in Gerschgorin's inclusion theorem to …