Sentence examples for its first component from inspiring English sources

A principal with a second component of admin will become its first component.

On the launching of its first component in February 1985, Mir was allotted a three-year life.

We show the existence of a scaling vector of a GMRA such that its first component exhausts the spectrum of the core space near the origin.

Our climatological model is twofold: its first component describes the daily variability and is derived from a principal component analysis (PCA) which allows us to retrieve the main patterns of the time series.

Its first component is the easiest: staunching the abuses of the system.

where t is the propagation delay, b T τ ( t ) is the zero mean total noise vector, μ s and ϕ s are real parameters controlling the amplitude and phase of the received known signal on the first sensor respectively and s is the steering vector of the known signal, such that its first component is real.

Its first components specifically targets extreme poor households who are highly dependent on natural resources for their daily needs and food security," said the Minister.

Zwelinzima Vavi, head of the Congress of South African Trade Unions (Cosatu), part of President Jacob Zuma's triple alliance (with the Communist Party as its third component), says South Africa is fast becoming a "predatory state, plagued by a paralysis of leadership".

Remark 3. We emphasize that the first component of the vector z is fixed and coincide with the value of x1 0) in the first boundary condition in (1), while its second component z2 is considered as free parameter.

The monotonicity of a t-norm T in its second component described by (T3) is, together with the commutativity (T1), equivalent to the monotonicity in both components, i.e., to T ( x 1, y 1 ) ≤ T ( x 2, y 2 ) whenever x 1 ≤ x 2  and  y 1 ≤ y 2. (2.1).

Therefore, all t-norms coincide on the boundary of the unit square [ 0, 1 ] × [ 0, 1 ].   (ii) The monotonicity of a t-norm T in its second component described by (T3) is, together with the commutativity (T1), equivalent to the monotonicity in both components, i.e., to T ( x 1, y 1 ) ≤ T ( x 2, y 2 ) whenever x 1 ≤ x 2  and  y 1 ≤ y 2. (2.1)  .