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Toby J. Gibson

Researcher at European Bioinformatics Institute

Publications -  176
Citations -  177834

Toby J. Gibson is an academic researcher from European Bioinformatics Institute. The author has contributed to research in topics: Short linear motif & Eukaryotic Linear Motif resource. The author has an hindex of 78, co-authored 171 publications receiving 167371 citations. Previous affiliations of Toby J. Gibson include University of Rome Tor Vergata & University College Dublin.

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Short linear motif candidates in the cell entry system used by SARS-CoV-2 and their potential therapeutic implications

TL;DR: The findings identify several molecular links and testable hypotheses that could uncover mechanisms of SARS-CoV-2 attachment, entry, and replication against which it may be possible to develop host-directed therapies that dampen viral infection and disease progression.
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The dimerization stability of the HLH-LZ transcription protein family is modulated by the leucine zippers: a CD and NMR study of TFEB and c-Myc.

TL;DR: The results show that the TFEB peptide homodimerizes at neutral pH whereas the Myc peptide dimerizes to a comparable amount only at acidic pH and high ionic strength, which is far less stable than leucine zippers of the b-ZIP family.
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Discovery of candidate KEN-box motifs using Cell Cycle keyword enrichment combined with native disorder prediction and motif conservation

TL;DR: KEN-box enrichment with cell cycle Gene Ontology terms suggests that collectively these motifs are functional but does not prove that any given instance is so, and suggests that KEN-boxes might be more common than reported.
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RACK1 research – ships passing in the night?

Toby J. Gibson
- 14 Aug 2012 - 
TL;DR: It is found that RACK1 binds to the 40S ribosomal subunit, suggesting it links cell regulation and translation, and yet does this protein have the profile that it should?
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Evidence for the concerted evolution between short linear protein motifs and their flanking regions.

TL;DR: The results suggest that flanking regions are relevant for linear motif–mediated interactions, both at the structural and sequence level, and indicate that the prediction of linear motif instances can be enriched with contextual information by performing a sequence analysis similar to the one presented here.