viruses ISSN 1999-4915 www.mdpi.com/journal/viruses Addendum Addendum: Kaźmierczak, Z.; Górski, A.; Dąbrowska, K. Facing Antibiotic Resistance: Staphylococcus aureus Phages as a Medical Tool. Viruses 2014, 6, 2551-2570. Zuzanna Kaźmierczak *, Andrzej Górski and Krystyna Dąbrowska Institute of Immunology and Experimental Therapy, Polish Academy of Sciences, ul. R. Weigla 12, Wroclaw 53-114, Pola...

The Environmental Impact Statement (EIS) and Addendum submitted by PNW LNG to the Canadian Environmental Assessment Agency (CEAA) on 28 Feb 2014 and 12 Dec 2014, respectively, provided information with regard to potential effects of marine operations and marine structures upon the sea bed and habitat at Agnew and Flora Banks (Figure 2). The Addendum also provided detailed responses to Informati...

Antisense oligodeoxynucleotide (ODN) inhibition emerges as an effective means for probing gene function in plant cells. Employing this method we have established the importance of the SUSIBA2 transcription factor for regulation of starch synthesis in barley endosperm, and arrived at a model for the role of the SUSIBAs in sugar signaling and source-sink commutation during cereal endosperm develo...

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1 Communicative & Integrative Biology 2009; Vol. 2 Issue 5 We recently found positive correlations between human general intelligence and three key indices of semen quality, and hypothesized that these correlations arise through a phenotypewide ‘general fitness factor’ reflecting overall mutation load. In this addendum we consider some of the biochemical pathways that may act as targets for ple...

A probability distribution p is Markovian wrt an AMP CG G iff the following three properties hold for all C ∈ Cc(G) (Andersson et al., 2001, Theorem 2): ● C1: C⊥pNdG(C) ∖CcG(PaG(C))∣CcG(PaG(C)). ● C2: p(C ∣CcG(PaG(C))) is Markovian wrt GC . ● C3∗: For all D ⊆ C, D⊥pCcG(PaG(C)) ∖ PaG(D)∣PaG(D). Lemma 1. C1, C2 and C3∗ hold iff the following two properties hold: ● C1∗: For all D ⊆ C, D⊥pNdG(D) ∖ ...

Syllogistics reduces to only two rules of inference: monotonicity and symmetry, plus a third if one wants to take existential import into account. We give an implementation that uses only the monotonicity and symmetry rules, with an addendum for the treatment of existential import. Soundness follows from the monotonicity properties and symmetry properties of the Aristotelean quantifiers, while ...