Examples of using The optimization problem in English and their translations into Chinese
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Programming
The optimization problem is defined as.
This reduces the size of the optimization problem.
The optimization problem is formulated as.
Dynamic programming is used to solve the optimization problem.
The optimization problem is formulated as.
Finally, the new formulation for the optimization problem is:.
The optimization problem can be formulated as.
An example of a plan(states and actions) outputted the optimization problem.
The optimization problem, it prints out all solutions.
An example of a plan(states and actions) outputted the optimization problem.
Consider next the optimization problem Minimize.
An example of a plan(states and actions) outputted by solving the optimization problem.
The optimization problem(P1) is transformed to a new problem defined as(P2).
PSO learns from the scenario and uses it to solve the optimization problems.
As before, we can re-express the optimization problem by introducing slack variables.
PSO learned from the scenario and used it to solve the optimization problems.
The optimization problem solved is a PCA problem(dictionary learning) with an penalty on the components:.
PSO learned from the scenario and used it to solve the optimization problems.
The optimization problem is typically something like how a traveling salesman would plan a complicated trip most effectively.
The optimization problem solved is a PCA problem(dictionary learning) with an penalty on the components:.
Instead, the optimization problem is decomposed in a“one-vs-rest” fashion so separate binary classifiers are trained for all classes.
In a nutshell: the deeper the network becomes, the harder the optimization problem becomes.
Learning only the readout layer makes the optimization problem much simpler(indeed, equivalent to regression for supervised learning).
This solver takes advantage of the analytically computed gradient andsolves the optimization problem in a few seconds.
Here you will learn how to define the optimization problem for SVMs when it is not possible to separate linearly the training data.
The optimization problem solved is a PCA problem(dictionary learning) with an penalty on the components:.
The optimization problems expect you to select a feasible solution so that the value of the required function is minimized or maximized.
Instead, the optimization problem is decomposed in a“one-vs-rest” fashion so separate binary classifiers are trained for all classes.