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Scoring Matrices_5.scoring matrices .pdf
 Scoring system is a set of values for qualifying the
set of one residue being substituted by another in an
alignment.
 It is also known as substitution matrix.
 Scoring matrix of nucleotide is relatively simple
 A positive value or a high score is given for a match
& negative value or a low score is given for a
mismatch.
 Scoring matrices for amino acids are more
complicated because scoring has to reflect the
physicochemical properties of amino acid residues.
Scoring Matrices_5.scoring matrices .pdf
Scoring Matrices_5.scoring matrices .pdf
 Transition --- substitutions in which a purine
(A/G) is replaced by another purine (A/G) or a
pyrimidine (C/T) is replaced by another
pyrimidine (C/T).
 Tansversions --- (A/G) (C/T)
Scoring Matrices_5.scoring matrices .pdf
 To quantify the similarity achieved by an
alignment, scoring matrices are used:
 They contain a value for each possible
substitution, and the alignment score is the sum
of the matrix's entries for each aligned amino
acid pair.
 For gaps (indels), a special gap score is
necessary---a very simple one is just to add a
constant penalty score for each indel.
The optimal alignment is the one which
maximizes the alignment score.
 An amino-acid scoring matrix is a 20x20 table such
that position indexed with amino-acids so that
position X,Y in the table gives the score of aligning
amino-acid X with amino-acid Y
 Identity matrix – Exact matches receive one
score and non-exact matches a different score
(“1” on the diagonal” 0” everywhere else)
 Mutation data matrix – a scoring matrix
compiled based on observation of protein
mutation rates: some mutations are observed
more often then other (PAM, BLOSUM).
 Physical properties matrix – amino acids with
with similar biophysical properties receive high
score.
 Genetic code matrix – amino acids are scored
based on similarities in the coding triple.
Scoring Matrices_5.scoring matrices .pdf

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Scoring Matrices_5.scoring matrices .pdf

  • 2.  Scoring system is a set of values for qualifying the set of one residue being substituted by another in an alignment.  It is also known as substitution matrix.  Scoring matrix of nucleotide is relatively simple
  • 3.  A positive value or a high score is given for a match & negative value or a low score is given for a mismatch.  Scoring matrices for amino acids are more complicated because scoring has to reflect the physicochemical properties of amino acid residues.
  • 6.  Transition --- substitutions in which a purine (A/G) is replaced by another purine (A/G) or a pyrimidine (C/T) is replaced by another pyrimidine (C/T).  Tansversions --- (A/G) (C/T)
  • 8.  To quantify the similarity achieved by an alignment, scoring matrices are used:  They contain a value for each possible substitution, and the alignment score is the sum of the matrix's entries for each aligned amino acid pair.  For gaps (indels), a special gap score is necessary---a very simple one is just to add a constant penalty score for each indel. The optimal alignment is the one which maximizes the alignment score.
  • 9.  An amino-acid scoring matrix is a 20x20 table such that position indexed with amino-acids so that position X,Y in the table gives the score of aligning amino-acid X with amino-acid Y
  • 10.  Identity matrix – Exact matches receive one score and non-exact matches a different score (“1” on the diagonal” 0” everywhere else)  Mutation data matrix – a scoring matrix compiled based on observation of protein mutation rates: some mutations are observed more often then other (PAM, BLOSUM).  Physical properties matrix – amino acids with with similar biophysical properties receive high score.  Genetic code matrix – amino acids are scored based on similarities in the coding triple.