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For this section we suppose following.

Before stating our main results for this section, we study the equation (3.2).

Only for this section, we assume for simplicity that H1 ≥ H2 ≥ H3.

For this section, we will give a brief mention to the cooperation diversity attainable by a scheme of multiple coordinated BSs transmitting to a single user.

For this section we will extract results from the Extrapolation algorithm of Bishop, whom we would like to thank for his close collaboration, using a TV prior for p(x+).

For this section we increased the number of compounds for several libraries and included a data set used in HTS with 15,000 molecules (PrimScreen 15 available at http://www.otavachemicals.com/download-compound-libraries/cat_view/110-diversity-sets).

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Similar(43)

For completion of this section, we illustrate the learning BP algorithm (Atashrouz et al. 2013).

For the remainder of this section we ignore the confounders for ease of notation.

For the remainder of this section, we will need the following assumption.

For the remainder of this section, we gather some notations and preliminary facts.

For the rest of this section, we present some notions and basic facts of modular metric spaces.

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