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Equation 2 can be solved by a linear program within polynomial time [9].
We assume that supply allocations are the result of the optimization of a supply network by a linear program.
Each subproblem is associated with a grid node in the proposed algorithm, and it can be solved by a linear program.
Clearly, for each (upsilonin B^{theta}), the corresponding subproblems (mathrm{P1} upsilon)) can easily be solved by a linear program (mathrm{P2} upsilon)).
The above optimization can be solved by a linear program solver (LP).
Similar(55)
Then, a dichotomy approach that solves a transportation problem at every iteration is introduced; the very last step is addressed by solving a linear program.
Under some assumptions on the variance covariance matrix of returns, we derive a compromise solution to this portfolio selection problem by solving a linear program.
Based on the exploration of the grid nodes, the original problem (P) can then be transformed and decomposed into a polynomial number of subproblems, in which each subproblem is corresponding to a grid node and is easy to solve by considering a linear program.
Each linear regression problem is posed as a LASSO (l1-constrained fitting) problem [ 34] that is solved by formulating a Linear Program (LP).
This verification is conducted by solving a linear program (LP) with the objective of maximizing the cellular objective (Step 4), which is computationally efficient.
The structure learning task is cast as a sparse linear regression problem which is then posed as a LASSO (l1-constrained fitting) problem and solved finally by formulating a Linear Program (LP).
More suggestions(15)
by a linear scale
by a linear fit
by a linear response
by a linear hyperplane
by a linear seven-carbon
by a linear model
by a linear relationship
by a linear transformation
by a linear combination
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by a linear scanning
by a linear expectation
by a linear transducer
by a linear function
by a linear actuator
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com