# Kolaskar AS and Tongaonkar PC (1990) FEBS Letters 276:172-174 # "A semi-emipirical method for prediction of antigenic determinants # on protein antigens" # # TABLE 1: Occurrence of amino acids in epitopes, proteins and on the surface, # and their antigenic propensity, A(p), values # # 169 antigenic determinants experimentally determined. Selected those 156 # which have less than 20 amino acids per determinant (total 2066 residues). # Calculated f(Ag) as frequency of occurrence of each residue in antigenic # determinants [f(Ag) = Epitope_occurrence/2066]. # # Used Hydrophilicity, Accessibility and Flexibility of Parker JMR, Guo D, # Hodges, RS (1986) Biochemistry 25:5425-5432. In a given protein, calculated # average for each 7-mer and assigned values to central residue of 7-mer. # Residue considered to be on the surface if any of the 7-mer values was above # the average for the protein. Used these results to get f(s) frequency of # occurrence of amino acids at the surface. # # Original table covers the 20 naturally occurring amino acids. # Values for B, Z, X use weighted averages from Edayhoff.dat # and are ignored when calculating totals # # Antigenic propensity column A(p) = f(Ag)/f(s) # # f(s) values below were back-calculated from the table in the paper # # Prediction algorithm: # # 1. calculate average propensity for each overlapping 7-mer, assign to # central residue (i+3) # # 2. calculate average for whole protein A(p)av # # 3. (a) if average for whole protein >= 1.0 then all residues having # >= 1.0 are potentially antigenic. # (b) if average for whole protein < 1.0 then all residues having # > average for whole protein (??? paper has a mangled # formula here :-) are potentially antigenic. # # 4. Find 6-mers where all residues are selected by step 3 above # # Antigenic Surface Antigenic # Amino -- Occurrence of amino acids in -- frequency frequency propensity # Acid Epitopes Surface Protein f(Ag) f(s) A(p) A 135 328 524 0.065 0.061 1.064 B 107 334 410 0.052 0.062 0.827 C 53 97 186 0.026 0.018 1.412 D 118 352 414 0.057 0.066 0.866 E 132 401 499 0.064 0.075 0.851 F 76 180 365 0.037 0.034 1.091 G 116 343 487 0.056 0.064 0.874 H 59 138 191 0.029 0.026 1.105 I 86 193 437 0.042 0.036 1.152 K 158 439 523 0.076 0.082 0.930 L 149 308 684 0.072 0.058 1.250 M 23 72 152 0.011 0.013 0.826 N 94 313 407 0.045 0.058 0.776 P 135 328 411 0.065 0.061 1.064 Q 99 252 332 0.048 0.047 1.015 R 106 314 394 0.051 0.058 0.873 S 168 429 553 0.081 0.080 1.012 T 141 401 522 0.068 0.075 0.909 V 128 239 515 0.062 0.045 1.383 W 19 55 103 0.009 0.010 0.893 X 118 306 453 0.057 0.057 1.025 Y 71 158 245 0.034 0.029 1.161 Z 119 342 433 0.058 0.064 0.916 Total 2066 5340 7944