Elements of Vector Algebra |
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A=wa A₁ angle antisymmetric operator assume AVBC Bb Cc C(AB CALIFORNIA ERSITY called cartesian coefficients awa coinitial collinear vectors components coplanar corresponding principal axis corresponding principal values cosine cubic 36a cyclic permutation definition 29 denoted distributive operator distributive property dyads end-point equal equation express fact fully determined homogeneous functions important formula know beforehand least one real LET THER LIFORNIA linear vector operator meaning multiply n₁ non-coplanar operand ordinary algebraic parallel parallelepipedon parallelogram particle perpendicular plane polar coordinates polynomials position principal axes reader real root represented S=A+B scalar data scalar factor scalar multiplication scalar number scalar product scalarly self-conjugate spherical trigonometry symmetrical dyadic symmetrical operator tensor ternary product third vector three scalar three vectors trinomial unit vectors UNIVERS LIBRARY UNIVERSITY OF CALIFORNIA variable vector VAVBC vector A stretched vector addends Vector Algebra vector method vector product vector sum w₁