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Exact(32)
Now, rewrite the problem in the differential operator form: (3.27).
We rewrite the problem (1.1 - 1.3 1.1 - 1.3ws.
To this, we first rewrite the problem (1.1) to the following equivalent form (1.2). where.
For the second solution it was necessary to rewrite the problem again and use (3.9).
To compute its numerical approximation, we rewrite the problem (1.9a - 1.9b 1.9a - 1.9ber (3.8).
For the sake of simplicity, we rewrite the problem (3.9) as follows: find such that (3.14).
Similar(28)
For convenience, we define some notations and rewrite the problems (6) and (7) in more compact forms.
This is achieved by rewriting the problem into an integrability problem using state-space realization theory.
Parallel programming faces two major challenges: how to efficiently map computations to different parallel hardware architectures, and how to do it in a modular way, i.e., without rewriting the problem solving code.
The direct ADMM in [6] is given hereinafter which first rewrites the problem (1.2) as begin{aligned} &min_{x,z,u} frac{1}{2} |y - Phi {z} |_{2}^{2} + alpha phi u) &quad text{s.t.
Then, we can further introduce some auxiliary variables and functions to rewrite the above problem as problem (1) (Please refer to [1] for more details).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com