Sentence examples for expression can be rewritten from inspiring English sources

The last expression can be rewritten as (3.5).

The expression can be rewritten as a sum of zero frequency components: (15).

This expression can be rewritten more compactly using vectors, , , and as, (2).

Curiously, the last expression can be rewritten into a different form that leads to a familiar estimator: (25) (25).

Thus, such an expression can be rewritten as follows: p >= -x sin(theta) + y cos(theta) (4) Fig. 2 3D Hough space and line segment representation.

The above expression can be rewritten as P_{k_{overflow}}^{t+T}=Pleft(Q_{k}(t)+ I_{k}^{t+T} > Q_{k}^{max}right).

Through the laws of Boolean algebra, Boolean expressions can be rewritten in a standard form.

Using the linear MMSE weighting matrix G k, the MSE and SINR expressions can be rewritten, respectively as MSE k, s ≜ E k ( s, s ) = I + T k † R H k T k † − 1 ( s, s ), (5) γ k, s ≜ 1 MSE k, s − 1. (6).

First, we observe that both expressions can be rewritten as optimization problems of the form: (9) where only depend on the variables in the active set (and can therefore be easily computed) and : constant terms.

Letting,,,,, and, the expression (1.4) can be rewritten as (1.5).

More compactly, the expression (11) can be rewritten as: r = A p + n (12).