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Now, we introduce below some properties of Pareto sets and Pareto order that are used in the following sections.
To better identify features of online discussion, we introduce below the most common ones, using the previous illustrative discussion thread.
The choice between Ito and Stratonovich conventions amounts to a choice of the measure for the path integrals, which will be manifested in a condition on the linear response or "propagator" that we introduce below.
We introduce below FindSupp, an algorithm that returns the supplements.
The hyperparameters are not directly estimated with but from the marginal distribution that we introduce below.
We report on three models composed of ordinary differential equations, which we introduce below (see also Methods and Additional File 1).
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And, we introduce the below concept of the stronger Meir-Keeler tυs-G-cone-type function in a tυs-G-cone metric space.
We now introduce below a slightly modified definition of the generalized quasi-variational inequality in infinite dimensional spaces given by Shih and Tan in [1]: Find y ˆ ∈ S ( y ˆ ) and w ˆ ∈ T ( y ˆ ) such that Re 〈 w ˆ, y ˆ − x 〉 ≤ 0. for all x ∈ S ( y ˆ ).
The decision strategies investigated with multicue decisions differ in the amount of information considered as well as in additional aspects, which we will introduce below.
Finally, our findings are discussed using a theoretical model which we briefly introduce below, and elaborate upon in the discussion section.
By using the notions of generalized metrics and tυs-cone metrics, we introduced the below notion of tυs-generalized-cone metrics.
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