2016
DOI: 10.1073/pnas.1612365113
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Pairwise interactions and the battle against combinatorics in multidrug therapies

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Cited by 23 publications
(28 citation statements)
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“…53, 89 Identification and classification of higher-order interactions is an exciting current area of research due to the important distinction between net (overall) and emergent interactions, 89 the multiple classification systems already existing at the pairwise level, 27 and considerable debate about whether higher-order interactions need to be considered at all or whether pairwise interactions are sufficient to predict the overall behavior of complex systems. 90, 91 …”
Section: Suppression In Non-antibacterial Contextsmentioning
confidence: 99%
“…53, 89 Identification and classification of higher-order interactions is an exciting current area of research due to the important distinction between net (overall) and emergent interactions, 89 the multiple classification systems already existing at the pairwise level, 27 and considerable debate about whether higher-order interactions need to be considered at all or whether pairwise interactions are sufficient to predict the overall behavior of complex systems. 90, 91 …”
Section: Suppression In Non-antibacterial Contextsmentioning
confidence: 99%
“…16–18 There are both conceptual and practical reasons that have led to this view. On the conceptual side, it has been commonly argued that lower-order effects are likely to counteract each other in higher-order combinations such that they essentially cancel out and result in zero or negligible net effect.…”
Section: Introductionmentioning
confidence: 99%
“…without interaction in the sense of Bliss independence [16], is given by the sum E i + E j [17,18]. We assume that higher order combination measurements are not available, so all modeling needs to rely on the measured effects of single drugs and pairs of drugs [19,20]. To this end, we define the therapeutic effect of a combination c = (c i ) i∈D from a set D of N possible drugs according to what is known as a regression model [21,22]:…”
Section: Joint Modeling Of Therapeutic and Nonselective Effectsmentioning
confidence: 99%