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342 Anekāntavāda and Syādvāda the fourth predication as (PÅ TP.
The fifth predication consists in an affirmative statement conjoined with an indescribable statement at the same time. We denote this fifth predication by PA (PAP).
Reffering to the column for simultaneous conjunction in the truth-table that follows:
Truth-Table No. 2
AB AAB AVB TT TT T. T IT IT Т Е
т т т II I IT I I I
I I I F
F F
I F т т т т I F T F
F I FF FF F
F F
We see that since P takes the truth-value T by the first predication and (PAP) is assigned the truth-value I by the fourth predication, the proposition PA (PAP) takes the truth-value I.
The sixth predication consists of a negative statement conjoined with an indescribable statement at the same time. We denote this sixth predication by (TP) A (PAP). Refering to the column for the simultaneous conjunction () in the table given above, we see that since (P takes the truth-value I by the predication and (PAP) is assigned the truth-value I by the fourth predication we see that the proposition P^(PAP) takes the truth-value I.
The seventh or the last predication consists of an affirmative and negative statements made non-simultaneously conjoined simultaneously with affirmative and the negative statement conjoined simultaneously. This statement is denoted by (Po 1 P) A(PAP). Refering to the columns for the connectives for simultaneous
