Now we first consider the following sum operator equations: A x + B x = x, (2.1) A x + B x = λ x, λ > 0. (2.2).
Next, we consider the following sum operator equations: A x + B ( x, x ) = x, (2.6) A x + B ( x, x ) = λ x, λ > 0. (2.7).
We exploit the fact that not only does B decompose into the sum B = ∑ k = 1 m B k, but in the case of a first-order reaction process, B B ⊺ also decomposes into the following sum: B B ⊺ = ∑ k = 1 m B k B k ⊺, (107).
Then, the following sum yields the total aggregate score (1) The average score a is defined as (2) The Schuemie corpus consists of 16 journals; the MeSH-MI corpus contains 18, the MeSH-Med corpus 15 journals (Appendix 3, see Table 3).
Consider the following sum of triple integrals.
But what about the following sum: 1 − 1 + 1 − 1 + 1 − … .
We denote the following sum with SSX: SSX = ∑ t = 1 n y ( t ) 2, (19).
Convolution of finite signal and can be expressed as the following sum: (14).
Formally, we want to maximize the following sum: sum_{(x, y) in mathcal{T}} p y|x, theta).
Second, we compute the energy for each event i using the following sum of squared formula: e i = ∑ M ′ y 2 (10).
We first introduce the following sum theorems for the mixed volumes and the mixed area measure of convex bodies (see [16], p.280).
