Lines Matching full:choose
17 … space themselves, Alt^k V. The dimension of Alt^k V, if V is N dimensional, is N choose k. (This
20 …irections of a four dimensional space are (t, x, y, z), then there are 4 choose 2 = 6 ordered subs…
63 . w - a k-form, size [N choose k] (each degree of freedom of a k-form is associated with a subset o…
139 . a - a j-form, size [N choose j]
140 - b - a k-form, size [N choose k]
143 . awedgeb - the (j+k)-form a wedge b, size [N choose (j+k)]: (a wedge b)(v_1,...,v_{j+k}) = \sum_{s…
218 - a - a j-form, size [N choose j]
221 . awedgeMat - (a wedge), an [(N choose j+k) x (N choose k)] matrix in row-major order, such that (a…
307 - w - a |k|-form in the image space, size [M choose |k|]
310 . Lstarw - the pullback of w to a |k|-form in the origin space, size [N choose |k|]: (Lstarw)(v_1,.…
446 . Lstar - the pullback matrix, an [(N choose |k|) x (M choose |k|)] matrix in row-major format such…
551 . w - a k-form, size [N choose k]
555 . wIntv - the (k-1)-form (w int v), size [N choose (k-1)]: (w int v) is defined by its action on (k…
618 . intvMat - an [(N choose (k-1)) x (N choose k)] matrix, row-major: (intvMat) * w = (w int v)
683 …interior product matrix `intvMat` has dimensions [(N choose (k-1)) x (N choose k)] and has (N choo…
770 - w - a k-form, size [N choose k]