Chapter I.THE FUNCTION■(S)AND THE DIRICHLET SERIES RELATED TO IT Chapter II.THE ANALYTIC CHARACTER OF■(S)AND THE FUNCTIONAL EQUATION Chapter III.THE THEOREM OF HADAMAHD AND DE LA VALLIE POUSSIN AND ITS CONSEOUENCES Chapter IV.APPROXIMATE FORMUIAE Chapter V.THE ORDER OF■(S)IN THE CRITICAL STRIP Chapter VI.VINOGRADOV’S METHOD Chapter VII.MEAN.VALUE THEOREMS Chapter VI.n THEOREMS Chapter IX.THE GENERAL DISTRIBUTION OF THE ZEROS Chapter X.THE ZEROS ON THE CRITICAL LINE Chapter XI.THE GENERAL DISTRIBUTION OF THE VALUES OF■(S) Chapter XII.DIVISOR PROBLEMS Chapter Ⅻ.THE LINDELOF HYPOTHESIS Chapter Ⅻ.CONSEQUENCES OF THE RIEMANN HYP01MESIS Chapter XV.CALCULATIONS RELATING TO THE ZEROS REFERENCES 編輯手記