MS/MS Spectra Interpretation as a Statistical–Mechanics Problem

peer-reviewed · Analytical Chemistry · 2013

peer-reviewed · Analytical Chemistry · 2013. Mauro Faccin et al. We describe a new method for peptide sequencing based on the mapping of the interpretation of tandem mass…
Date 2013-05-21
Type peer-reviewed
Venue Analytical Chemistry
Publisher American Chemical Society (ACS)
Contribution algorithm
DOI 10.1021/ac4005666
Citations (OpenAlex) 4
Venue 2-year citedness 7.10

Abstract

We describe a new method for peptide sequencing based on the mapping of the interpretation of tandem mass spectra onto the analysis of the equilibrium distribution of a suitably defined physical model, whose variables describe the positions of the fragmentation sites along a discrete mass index. The model is governed by a potential energy function that, at present, we derive ad hoc from the distribution of peaks in a data set of experimental spectra. The statistical-physics perspective prompts for a consistent and unified approach to de novo and database-search methods, which is a distinctive feature of this approach over alternative ones: the characterization of the ground state of the model allows the de novo identification of the precursor peptide; the study of the thermodynamic variables as a function of the (fictitious) temperature gives insight on the quality of the prediction, while the probability profiles at nonzero temperature reveal, on one hand, which fragments are more reliably predicted. On the other hand, they can be used as a spectrum-adapted, a posteriori score for database search. Results obtained with two different test data sets reveal a performance similar to that of other de novo and database-search methods, which is reasonable, given the lack of an aggressive optimization of the energy function at this stage. An important feature of the method is that it is quite general and can be applied with different choices of the energy function: we discuss its possible improvements and generalizations.

Authors

  1. Mauro Faccin · Instituto de Biocomputación y Física de Sistemas Complejos, Universidad de Zaragoza
  2. Pierpaolo Bruscolini · Instituto de Biocomputación y Física de Sistemas Complejos, Universidad de Zaragoza

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