 Thus (A:A) + (B.:B)-(C:C)+x(A:C)+y(B:C) is a vid of inversion. The new vid which Professor Clifford has introduced into his biquaternions is a vid of inversion. SEMI-INVERSION. A vid of which the square is a vid of inversion, is a vid of semiinversion....  Linear Associative Algebra - Էջ 121Benjamin Peirce - 1882 - 133 էջԱմբողջությամբ դիտվող - Այս գրքի մասին
 | American Academy of Arts and Sciences - 1875 - 566 էջ
...additional vid may have any numerical coefficient whatever. Thus (A:A) + (B.:B)-(C:C)+x(A:C)+y(B:C) is a vid of inversion. The new vid which Professor...A very general form of a vid of semi-inversion is (A: A) ± (B:B) ±^/-l(C:C)± &c. in which one or more of the terms (A : A), (B: B), &c., have \{—... | |
 | 1881 - 420 էջ
...additional vid may have any numerical coefficient whatever. Thus (A:A)+(B: B) — (C:C) + x(A : C) + у (В : С) is a vid of inversion. The new vid which...introduced into his biquaternions is a vid of inversion. Semi- Inversion . A vid of which the square is a vid of inversion, is a vid. of semi-inversion. A very... | |
 | American Academy of Arts and Sciences - 1875 - 548 էջ
...additional vid may have any numerical coefficient whatever. Thus (A: A) + (B: B)-(C:C) + x (A :C) +y (D:C) is a vid of inversion. The new vid which Professor...A very general form of a vid of semi-inversion is (A: A) ± (B:B) ±\/—l(C:C)± &c. in which one or more of the terms (A : A), (B: B), &c., have y/—... | |
 | American Academy of Arts and Sciences - 1875 - 552 էջ
...additional vid may have any numerical coefficient whatever. Thus (A:A) + (B:B)-(C:C)+x(A:C)+y(B:C) is a vid of inversion. The new vid which Professor Clifford has introduced into hi* biquaternions is a vid of inversion. SEMI-INVERSION. A vid of which the square is a vid of inversion,... | |
 | 1875 - 550 էջ
...additional vid may have any numerical coefficient whatever. Thus (A:A) + (B:B)-(C:C)+x(A:C)+y(B:C) is a vid of inversion. The new vid which Professor...vid of which the square is a vid of inversion, is a rid of semiinversion. A very general form of a vid of semi-inversion is (A: A) ± (B:B) ±<J-1(C:C)±... | |
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