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What is the "logic" in Buddhist logic?

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             P.183

     The history of Indian logic is usually  divided into
     three  periods,  Old  Nyaaya  (circa  250  B.C.  ) ,
     Buddhist  logic (sixth century A.D.) and New Nyaaya.
     The   Buddhist   logic   text,   Nyaayaprave`sa
     (Introduction   to  Logical   Methods) ,  had  great
     influence  upon Indian and Chinese Buddhism and also
     among   the   Jains.   As   a   pivotal   work,  the
     Nyaayaprave`sa  has received critical attention from
     historians  of religion, philologists, philosophers,
     and logicians.  As with all advances in scholarship,
     there is controversy over interpretation, but in the
     case of Buddhist logic, the controversy  cuts to the
     very heart of the issue of whether Buddhist logic is
     in any recognizable  contemporary  sense  a "logic."
     The received  view holds  that Buddhist  logic bears
     very close  similarities  to syllogistic  forms  and
     that it can be represented  and analyzed by standard
     deductive   techniques.(1)  A  much  different   and
     opposing  view has been argued by Professor  Douglas
     Daye in a series of papers. Daye maintains that "...
     the descriptive  utility of mathematical  logic with
     early  Nyaaya  texts has simply  been overrated";(2)
     that although  the Nyaaya texts contain  metalogical
     rules   for   evaluating   the   "legitimacy   or
     illegitimacy" of arguments, the distinction between
     validity  and  invalidity  does  not  apply;(3) that
     Nyaaya  models are not inferences  but  "formalistic
     explanations";  and that "...  Buddhist logic is not
     deductive, nor can it be formally valid nor is it an
     inference."(4)

      The  cumulative  effect  of these  claims  is to
     assert that Buddhist  logic is not a "logic" at all,
     at least  not in any sense  which  is recognized  by
     Western   philosophers.   There   is   a   radical
     incompatibility  between the Nyaaya methods of logic
     and  those  of  the  Prior  Analytics  or  Principia
     Mathematica.  Of course, there  will be differences,
     possibly  very  great  differences, between  any two
     traditions  so  diverse  as  fourth  century  (B.C.)
     Greece and sixth century (A.D.) India, but are we to
     go so far as to say that the Nyaaya does not contain
     inferences? The radical incompatibility thesis is, I
     maintain, a mistake; moreover, it is a mistake which