Sentence examples for the quantity e from inspiring English sources

The quantity e(t) = x t) − p(t;x denotes kriging residuals that are not available in practice.

We provide an equivalent expression for the quantity E(Φ ∑k= 1nfk)) in term of the sum of disjoint copies of the sequence (fk k= 1n.

We are interested in the limit, as N goes to infinity, of the quantity E [ sup s ≤ T ∥ X s i, N − X ¯ s i ∥ 2 ].

The quantity e θ ×ξ gives the proportional change of π C ∗ that would be brought by a small proportional perturbation of parameter θ in a proportion ξ.

The quantity E b is used to represent the energy needed to transmit (and relay) 1 information bit from T0 to T1.

Please note that in [26], the quantity (E left {vphantom {dot {(n)^{2}}!} left (s^(n) - hat {s}^(n right)^{2} right }) in (8) was assumed to be zero.

Roughly speaking, to quantize a theory means that the quantities (e.g., position, momentum, scalar curvature, etc).

Assuming the normalization |c s |2=|c r |2=K, the quantities E s and E r denote the transmitted energy per symbol at the source and the relay, respectively.

The quantities e st,r and e pt are the tunneling emission rates from s- and p- states, respectively, while ΔE s and ΔE p are the energy distances from the GaAs conduction band edge to the s- and p-states, respectively.

In copy-number mutants, the signals for the quantities E, P, and Q differ from those in the wildtype.

Therefore, (8) F ST i j = E [ T i j ] − (1 / 2 ) E [ T i i ] − (1 / 2 ) E [ T j j ] E [ T i j ] + (1 / 2 ) E [ T i i ] + (1 / 2 ) E [ T j j ], where the quantities E [ T i j ] are defined in Equation 4. In this section we describe a worldwide human population-genetic data set and patterns in summary statistics calculated from the data set.