We can see for example in Figure 6 that the pair of rates ( R 1 ∗ + R 2 ∗ = 1.096, R 2 ∗ = 0.531 which corresponds to the optimal rate pair when we optimize the general case of SC for θ=0.23) is an intersection point with SM X, P UX, P X achievable rate region.
According to Lemma 7, for i ∈ { 1, …, p } and v ∈ B ¯, there exists a unique point ( τ i, v ( τ i ) ) ∈ [ a, b ] × [ − μ i, μ i ] which is an intersection point of the graph of v with the graph of the barrier γ i. Therefore we define a functional P i : B ¯ → ( a, b ) by P i v = τ i, v ∈ B ¯, i = 1, …, p, (20).
For frequency dependent selection, there is an intersection point θ∗, where the probability to increase the average fitness and to decrease the average fitness are equal.
Each minimotif is associated with one motif_source record, which is an intersection point for two ref_molecule records (one being the minimotif containing protein, and one being the molecule type of the target which the minimotif acts upon).
STEVE GILLMOR: So is there an intersection point between Communicator and what you're doing?
In contrast, v5 has four directional sectors as it is in an intersection point and has neighbors positioned in orthogonal directional sectors.
If the angle between lines or circles at an intersection point is zero, they are said to be tangent; the intersection point is called a tangent point or a point of tangency.
Two different procedures to identify the damage parameters are introduced: the first is based on the search of an intersection point of curves obtained by the modal equation; the second is based on the comparison between the analytical and experimental values of the variation of frequencies passing from the undamaged to the damaged state.
Such an intersection point is indicated by a grey square.
