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Differential Geometric Analysis of Alterations in MH α-Helices

Antigen presenting cells present processed peptides via their major histocompatibility (MH) complex to the T cell receptors (TRs) of T cells. If a peptide is immunogenic, a signaling cascade can be triggered within the T cell. However, the binding of different peptides and/or different TRs to MH is...

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Autores principales: Hischenhuber, Birgit, Havlicek, Hans, Todoric, Jelena, Höllrigl-Binder, Sonja, Schreiner, Wolfgang, Knapp, Bernhard
Formato: Online Artículo Texto
Lenguaje:English
Publicado: Blackwell Publishing Ltd 2013
Materias:
Acceso en línea:https://www.ncbi.nlm.nih.gov/pmc/articles/PMC3739936/
https://www.ncbi.nlm.nih.gov/pubmed/23703160
http://dx.doi.org/10.1002/jcc.23328
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author Hischenhuber, Birgit
Havlicek, Hans
Todoric, Jelena
Höllrigl-Binder, Sonja
Schreiner, Wolfgang
Knapp, Bernhard
author_facet Hischenhuber, Birgit
Havlicek, Hans
Todoric, Jelena
Höllrigl-Binder, Sonja
Schreiner, Wolfgang
Knapp, Bernhard
author_sort Hischenhuber, Birgit
collection PubMed
description Antigen presenting cells present processed peptides via their major histocompatibility (MH) complex to the T cell receptors (TRs) of T cells. If a peptide is immunogenic, a signaling cascade can be triggered within the T cell. However, the binding of different peptides and/or different TRs to MH is also known to influence the spatial arrangement of the MH α-helices which could itself be an additional level of T cell regulation. In this study, we introduce a new methodology based on differential geometric parameters to describe MH deformations in a detailed and comparable way. For this purpose, we represent MH α-helices by curves. On the basis of these curves, we calculate in a first step the curvature and torsion to describe each α-helix independently. In a second step, we calculate the distribution parameter and the conical curvature of the ruled surface to describe the relative orientation of the two α-helices. On the basis of four different test sets, we show how these differential geometric parameters can be used to describe changes in the spatial arrangement of the MH α-helices for different biological challenges. In the first test set, we illustrate on the basis of all available crystal structures for (TR)/pMH complexes how the binding of TRs influences the MH helices. In the second test set, we show a cross evaluation of different MH alleles with the same peptide and the same MH allele with different peptides. In the third test set, we present the spatial effects of different TRs on the same peptide/MH complex. In the fourth test set, we illustrate how a severe conformational change in an α-helix can be described quantitatively. Taken together, we provide a novel structural methodology to numerically describe subtle and severe alterations in MH α-helices for a broad range of applications. © 2013 Wiley Periodicals, Inc.
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spelling pubmed-37399362013-08-13 Differential Geometric Analysis of Alterations in MH α-Helices Hischenhuber, Birgit Havlicek, Hans Todoric, Jelena Höllrigl-Binder, Sonja Schreiner, Wolfgang Knapp, Bernhard J Comput Chem Software News and Updates Antigen presenting cells present processed peptides via their major histocompatibility (MH) complex to the T cell receptors (TRs) of T cells. If a peptide is immunogenic, a signaling cascade can be triggered within the T cell. However, the binding of different peptides and/or different TRs to MH is also known to influence the spatial arrangement of the MH α-helices which could itself be an additional level of T cell regulation. In this study, we introduce a new methodology based on differential geometric parameters to describe MH deformations in a detailed and comparable way. For this purpose, we represent MH α-helices by curves. On the basis of these curves, we calculate in a first step the curvature and torsion to describe each α-helix independently. In a second step, we calculate the distribution parameter and the conical curvature of the ruled surface to describe the relative orientation of the two α-helices. On the basis of four different test sets, we show how these differential geometric parameters can be used to describe changes in the spatial arrangement of the MH α-helices for different biological challenges. In the first test set, we illustrate on the basis of all available crystal structures for (TR)/pMH complexes how the binding of TRs influences the MH helices. In the second test set, we show a cross evaluation of different MH alleles with the same peptide and the same MH allele with different peptides. In the third test set, we present the spatial effects of different TRs on the same peptide/MH complex. In the fourth test set, we illustrate how a severe conformational change in an α-helix can be described quantitatively. Taken together, we provide a novel structural methodology to numerically describe subtle and severe alterations in MH α-helices for a broad range of applications. © 2013 Wiley Periodicals, Inc. Blackwell Publishing Ltd 2013-08-05 2013-05-24 /pmc/articles/PMC3739936/ /pubmed/23703160 http://dx.doi.org/10.1002/jcc.23328 Text en Copyright © 2013 Wiley Periodicals, Inc. http://creativecommons.org/licenses/by/2.5/ Re-use of this article is permitted in accordance with the Creative Commons Deed, Attribution 2.5, which does not permit commercial exploitation.
spellingShingle Software News and Updates
Hischenhuber, Birgit
Havlicek, Hans
Todoric, Jelena
Höllrigl-Binder, Sonja
Schreiner, Wolfgang
Knapp, Bernhard
Differential Geometric Analysis of Alterations in MH α-Helices
title Differential Geometric Analysis of Alterations in MH α-Helices
title_full Differential Geometric Analysis of Alterations in MH α-Helices
title_fullStr Differential Geometric Analysis of Alterations in MH α-Helices
title_full_unstemmed Differential Geometric Analysis of Alterations in MH α-Helices
title_short Differential Geometric Analysis of Alterations in MH α-Helices
title_sort differential geometric analysis of alterations in mh α-helices
topic Software News and Updates
url https://www.ncbi.nlm.nih.gov/pmc/articles/PMC3739936/
https://www.ncbi.nlm.nih.gov/pubmed/23703160
http://dx.doi.org/10.1002/jcc.23328
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