3

C. S. PEIRCE'S LOGIC NOTEBOOK 3

52r When we take relation.... (followed by formulas)
52v Nov. 9. / A.... (16 lines of formulas)
53r 1(a, b)= .... except zero \frac{=}{,}
53v Now if.... (formulas)
54r ∴ V, EV - O .... [1]
54v (9) Hence.... (formulas)
55r Nov. 10. / I think.... to some one 5.
55v Then.... else is.
56r Any term... (last line is numbered 19)
56v From.... might be written It
57r Mk have also.... (10 lines of formulas)
57v If.... anything not w
58r Let.... (formulas).... over
58v Let.... (followed by 18 lines of formulas)
59r (x + Ax)n = (1 +1.1)n x (fonmlaS)
59v Now if this is all right.... (formulas)
60r Now.... (formulas)
60v Nov. 11. / Then.... Fbr
61r However.... over
61v (first line numbered 1).... This hardly follows
62r so that.... for the present.
62v Nov 12. / If.... (formulas etc.)
63r In arithmetic.... But this is not so here
63v This.... not a
64r a, b = 0.... (formulas etc.)
64v 1 - x .... (formulas)
65r (formulas).... (next to last line: ) This n must be zero.
65v Nov. 15.... Caucasian
66r a - 1b .... (interpreted formulas in the logic of relatives)
66v Then if.... (formulas)
67r Every man.... (formulas)
67v blank
68r 1869 Oct. 6.... (formulas)
68v blank
69r Hence.... x, n = 0
69v blank
70r Oct 6. / Example.... are given
70v blank
71r let us.... when
71v blank
72r When A = 1 .... contradict it.
72v Oct 15 / If.... (formulas)
73r Eureka .... (formulas)
73v blank
74r 1880 Nov. 6.... moods etc. 71w blank
75r 0n Chapter II.... = V
75v blank
76r Then we have.... (formulas)
76v (One formula in middle of page)
77r In short.... is x.
77v Same thing.... (three lines only)
78r Then.... Cayley's proposal
78v blank
79r But if.... not -v.
79v blank