@article{607022,
      recid = {607022},
      author = {Bernoulli, Jean, and Maseres, Francis, and Wallis, John,},
      title = {The doctrine of permutations and combinations, being an  essential and fundamental part of the doctrine of chances;  as it is delivered by Mr. James Bernoulli, in his excellent  Treatise on the Doctrine of Chances, intitled, Ars  Conjectandi, and by the celebrated Dr. John Wallis, of  Oxford, in a Tract intitled from the Subject, and published  at the end of his Treatise on Algebra: In the former of  which Tracts is contained, A Demonstration of Sir Isaac  Newton's famous Binomial Theorem, in the Cases of Integral  Powers, and of the Reciprocals of Integral Powers. Together  with some other useful mathematical tracts. Published by  Francis Maseres, Esq. Cursitor Earon of the Court of  Exchequer [electronic resource].},
      publisher = {sold by B. and J. White, Fleet-Street,},
      address = {London :},
      pages = {viii,xvi,606p. ;},
      year = {1795},
      note = {Comprises the preface and first three chapters of the  second part of Bernouilli's 'Ars conjectandi' in the  original Latin and in an expanded English translation; also  Wallis's 'Discourse of combinations, alternations, and  aliquot parts' from his 'Treatise of algebra'; and extracts  from works by Maseres, Thomas Simpson, Thomas Brancker,  Thomas Fantet de Lagny, Joseph Raphson, James Dodson, and  Charles Hutton. Half-title: 'Mr. James Bernoulli's doctrine  of permutations and combinations'. Subsequent sections have  divisional half-titles.},
      url = {http://library.usi.edu/record/607022},
}