An investigation of the laws of thought/Errata

by George Boole

Page  57, line 11 from bottom, for $\scriptstyle {y}$ read $\scriptstyle {z}$.

Page—  93, line—  5, for is read be.

Page— 119, line—  6, the letter $\scriptstyle {w}$ imperfect, like $\scriptstyle {v}$.

Page— 000,„ line— 10, for $\scriptstyle {{\bar {w}}{\bar {x}}}$ read $\scriptstyle {{\bar {w}}{\bar {z}}}$.

Page— 120, line—  1, last term, for $\scriptstyle {z}$ read $\scriptstyle {\bar {z}}$.

Page— 128, line—  4 from bottom, for $\scriptstyle {\bar {w}}$ read $\scriptstyle {\bar {x}}$.

Page— 000,„ line—  6 from bottom, for $\scriptstyle {x{\bar {w}}+x}$ read $\scriptstyle {x{\bar {w}}+{\bar {x}}w}$.

Page— 000,„ line—  8 from bottom, the letter $\scriptstyle {w}$ imperfect, like $\scriptstyle {v}$.

Page— 129, line—  2, for $\scriptstyle {x{\bar {y}}z}$ read $\scriptstyle {{\bar {x}}{\bar {y}}z}$.

Page— 221, line— 18, for $\scriptstyle {vy}$ read $\scriptstyle {{\bar {v}}y}$.

Page— 231, line— 10 from bottom, for $\scriptstyle {vz}$ read $\scriptstyle {v'z}$.

Page— 261, line—  2 from bottom, for $\scriptstyle {p,~q,~r}$, read $\scriptstyle {p',~q',~r'}$.

Page— 262, line— 22, for $\scriptstyle {p'}$ and $\scriptstyle {q'}$ read $\scriptstyle {p}$ and $\scriptstyle {q}$.

Page— 270, line—  6 from bottom, for $\scriptstyle {Xy}$ read $\scriptstyle {XY}$.

Page— 274, line— 11, for $\scriptstyle {t_{2}t_{2}}$ read $\scriptstyle {t_{1}t_{2}}$.

Page— 282, line— 10, dele (1) gives.

Page— 291, line—  1, for $\scriptstyle {y+{\bar {y}}{\bar {z}}}$ read $\scriptstyle {y+{\bar {y}}z}$.

Page— 297, line— 10 from bottom, prefix $\scriptstyle {=}$

Page— 308, line—  4, for limit read limits.

Page— 309, line—  7, for $\scriptstyle {sq(1-t)}$ read $\scriptstyle {sy(1-t)}$.

Page— 313, line— 13 from bottom, for $\scriptstyle {s_{1}=0}$ read $\scriptstyle {{\bar {s}}_{1}=0}$.

Page— 314, line—  9 from bottom, omit the comma.

Page— 315, line—  4 from bottom, for $\scriptstyle {{\bar {s}}_{1}s_{2}..s_{n}}$ read $\scriptstyle {{\bar {s}}_{1}{\bar {s}}_{2}..{\bar {s}}_{n}}$.

Page— 322, bottom line, read the second term as $\scriptstyle {{\bar {s}}{\bar {t}}x{\bar {y}}}$.

Page— 330, line  6, for $\scriptstyle {\nu '}$ read $\scriptstyle {n'}$.

Page— 331, line—  5 from bottom, for $\scriptstyle {p'm}$ read $\scriptstyle {h'm}$.

Page— 334, line— 16, supply the letter $\scriptstyle {s}$.

Page— 351, line— 10 from bottom, for $\scriptstyle {v_{1}}$ read $\scriptstyle {x_{1}}$.

Page— 364, line— 21, for 91° 4187 read 91°·4187.

Page— 373, line—  7, for $\scriptstyle {p=r}$ read $\scriptstyle {p-r}$.

Page— 000,„ line— 3, 5, and 6 from bottom, for $\scriptstyle {1}$ read $\scriptstyle {0^{m}}$.

Page— 385, line—  6, for $\scriptstyle {x_{m}}$ read $\scriptstyle {x_{n}}$.

Page— 386, line— 13, $\scriptstyle {w}$ imperfect, like $\scriptstyle {v}$.

Page— 388, line— 16, for $\scriptstyle {t_{m-1}}$ read $\scriptstyle {{\bar {t}}_{m-1}}$.

Page— 389, line—  7 from bottom, for $\scriptstyle {t_{1}..t_{m}}$ read $\scriptstyle {{\bar {t}}_{1}..{\bar {t}}_{m-1}}$.

Page— 391, line—  5, omit namely.