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ℓ
1
-minimization with magnitude constraints in the frequency domain
N. Elia
, M. A. Dahleh
Research output
:
Contribution to journal
›
Article
›
peer-review
5
Scopus citations
Overview
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Dive into the research topics of 'ℓ
1
-minimization with magnitude constraints in the frequency domain'. Together they form a unique fingerprint.
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Business & Economics
Frequency Domain
100%
Linear Program
90%
Approximation
64%
Dual Problem
56%
Optimal Control Problem
48%
Duality
42%
Linear Programming
36%
Optimization Problem
36%
Costs
30%
Mathematics
Frequency Domain
82%
Linear Program
23%
Costs
16%
Multiblock
16%
Duality Gap
15%
Frequency Response
14%
Finite-dimensional Approximation
14%
Primal-dual
12%
Closed-loop
12%
Dual Problem
11%
Linear Constraints
11%
Approximation Methods
10%
Linear programming
10%
Optimal Control Problem
9%
Optimization Problem
8%
Formulation
7%
Converge
7%
Norm
6%
Standards
6%
Approximation
5%
Engineering & Materials Science
Linear programming
36%
Frequency response
35%
Costs
30%