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[PDF] Top 20 A Different Approach to Cone Convex Optimization

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A Different Approach to Cone Convex Optimization

A Different Approach to Cone Convex Optimization

... We have shown that, with Slater-type cone constraint quailfication, convexity of the feasible set can replace the cone-convexity or any of its generalization of the constraint functions,[r] ... See full document

6

Empirical Optimal Kernel for Convex Multiple Kernel Learning

Empirical Optimal Kernel for Convex Multiple Kernel Learning

... for convex combination ...the convex combination scenario. Then, we propose three different algorithms: heuristic approach, optimization approach and alternating ... See full document

6

Resolution-enhanced radar/SAR imaging: an experiment design framework combined with neural network-adapted variational analysis regularization

Resolution-enhanced radar/SAR imaging: an experiment design framework combined with neural network-adapted variational analysis regularization

... ways different from the MSF, ...with convex projection regulariza- tion. In [7], an approach was proposed to treat the uncertain RS imaging problems that unifies the MR spectral estimation strategy ... See full document

11

A Quasi-Newton Approach to Nonsmooth Convex Optimization Problems in Machine Learning

A Quasi-Newton Approach to Nonsmooth Convex Optimization Problems in Machine Learning

... These methods try to find a descent quasi-Newton direction at every iteration, and invoke a line search to minimize the one-dimensional convex function along that direction. We note that the line search routines ... See full document

56

A Multi Model Approach to Design a Robust SVC Damping Controller Using Convex Optimization Technique to Enhance the Damping of Inter Area Oscillations Considering Time Delay

A Multi Model Approach to Design a Robust SVC Damping Controller Using Convex Optimization Technique to Enhance the Damping of Inter Area Oscillations Considering Time Delay

... multi-model approach to design a robust supplemen- tary damping ...using convex optimi- zation ...proposed approach is that the approach accounts for multi-model ...proposed approach ... See full document

22

Novel Approach for Work Flow Scheduling In Cloud Environment by Convex Optimization

Novel Approach for Work Flow Scheduling In Cloud Environment by Convex Optimization

... colony optimization) algorithm based on the real ant behaviour and it’s a new heuristic algorithm to solve combinational optimization ...intelligence optimization ant colony ...the different ... See full document

8

Kernel function based primal dual interior point methods for convex quadratic optimization over symmetric cone

Kernel function based primal dual interior point methods for convex quadratic optimization over symmetric cone

... In this paper, we presented a unified approach and comprehensive treatment of primal- dual IPMs for CQSCO based on the entire class of the eligible kernel functions. For large- update methods the best iteration ... See full document

22

Analysis and optimization of a cone  flowmeter performance by means of a  numerical and experimental approach

Analysis and optimization of a cone flowmeter performance by means of a numerical and experimental approach

... the cone meter is recommended as the flowmeter has the property to normalize the flow both upstream and ...a cone flowmeter of new geometry that allows them to obtain better performance with respect to the ... See full document

15

An Online Convex Optimization Approach to Blackwell's Approachability

An Online Convex Optimization Approach to Blackwell's Approachability

... A different class of approachability algorithms relies on Blackwell’s dual condition in Theorem 2(ii), thereby avoiding the computation of direction vectors as projec- tions (or related operations) to the target ... See full document

23

A Non–Convex Optimization Approach to Correlation Clustering

A Non–Convex Optimization Approach to Correlation Clustering

... In Tables 2-6, we compare the results of different algo- rithms with respect to the correlation objective, normalized Rand score and normalized mutual information. For each dataset, we run the algorithms 10 times ... See full document

8

Asymptotic Solving Essentially Nonlinear Problems

Asymptotic Solving Essentially Nonlinear Problems

... normal cone U (d) j ⊂ R 2 ∗ formed by the external normal vectors P to the face Γ (d) j ...normal cone U (1) j is the ray orthogonal to the edge Γ (1) j and directed outward the polygon Γ(f ...normal ... See full document

13

Filter Design Problems with Convex Optimization

Filter Design Problems with Convex Optimization

... of convex optimization methods more general than linear or quadratic programming preserves the solution efficiency, and allows us to handle a wider class of problems, ... See full document

6

Metric learning with convex optimization

Metric learning with convex optimization

... Column generation is a state-of-the-art method for optimally solving difficult large-scale optimization problems. It is a method to avoid considering all variables of a problem explicitly. If an LP has extremely ... See full document

79

Gyrovector Spaces on the Open Convex Cone of Positive Definite Matrices

Gyrovector Spaces on the Open Convex Cone of Positive Definite Matrices

... We have seen two fundamental examples of a gyrovector space, Einstein gyrovector space and Möbius gyrovector space, on the open s-ball B s . In this section we give an example of a gyrovector space on the open ... See full document

13

An Approach to the Optimization of a Thin-walled Z-beam

An Approach to the Optimization of a Thin-walled Z-beam

... of optimization of various cross-sections, such as triangular cross-section [15], I-section [16] and [17] or channel-section beams [18] are solved by using the Lagrange multiplier ... See full document

7

Semidefinite Programming for Approximate Maximum Likelihood Sinusoidal Parameter Estimation

Semidefinite Programming for Approximate Maximum Likelihood Sinusoidal Parameter Estimation

... differences between the lower and upper bounds are small, though equalities are replaced by positive semidefinite (PSD) constraints. While in the periodogram-based scheme, the linear constraint helps to sustain the ... See full document

19

Some common fixed point theorems for a family of non-self mappings in cone metric spaces

Some common fixed point theorems for a family of non-self mappings in cone metric spaces

... defining cone metric ...on cone metric ...metrically convex metric spaces was ini- tiated by Assad and Kirk ...in cone metric ...on cone met- ric spaces in which the cone need not ... See full document

17

Simultaneous Plant and Controller Optimization Based on Non-smooth Techniques

Simultaneous Plant and Controller Optimization Based on Non-smooth Techniques

... Bundle methods are currently among the most effective ap- proachs to solve non-smooth optimization problems. In these methods, subgradients from past iterations are accumulated in a bundle, and a trial step is ... See full document

7

Mask-Constrained Power Synthesis of Large and Arbitrary Arraysas a Few-Samples Global Optimization

Mask-Constrained Power Synthesis of Large and Arbitrary Arraysas a Few-Samples Global Optimization

... proposed approach exploits the partial convexity § of the overall synthesis problem with respect to the excitations in order to reduce the dimensionality of the global optimization ...not convex, ... See full document

13

A novel biclustering approach with iterative optimization to analyze gene expression data

A novel biclustering approach with iterative optimization to analyze gene expression data

... In the present study, we propose BIGA as the basis of a novel biclustering approach. In BIGA, an attempt is made to progressively divide the large amounts of input data into small datasets, by iteratively using ... See full document

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