Sentence examples for continuously satisfy from inspiring English sources

Fisher need not be a stand-up comedian as her radiant personality and wry sense of humor continuously satisfy.

Under isolation, the restrictions are automatically and continuously satisfied so A and P are always the same; for the other cases, the table shows the A matrices after three generations (t = 3).

Provided the Lockean proviso is continuously satisfied and the appropriations by others leave me no worse off than I would have been under continued free use, my being worse off than others gives me no moral complaint against their property holdings.

Functions χ, π, (g_{i}), (i=1,ldots,5), are continuously differentiable and satisfy the following hypotheses: (H1).

Moreover, all the functions x m = x m (t, z, λ) are continuously differentiable and satisfy the initial condition x m (0, z, λ) = z as well as the boundary conditions in (6).

Moreover, all the functions x m q + 1 = x m q + 1 ( t, z, λ ) are continuously differentiable and satisfy the initial condition x m q + 1 ( 0, z, λ ) = z as well as the boundary conditions in (6).

However, if a technology company has to spend millions of dollars on biosafety research that unnecessarily duplicates research done elsewhere or in an effort to satisfy continuously changing requirements, it will be less interested in investing in the country.

where u : [0, ∞) → H is the unknown function, λ ∈ R is the system parameter, and L λ :H1: → H are parameterized linear completely continuous fields depending continuously on λ, which satisfy L λ = - A + B λ a sectorial operator, A : H 1 → H a linear homeomorphism, B λ : H 1 → H a parameterized linear compact operators. (3.2).

where u : [ 0, ∞ ) → H is the unknown function, λ ∈ R is the system parameter, and L λ : H 1 → H are parameterized linear completely continuous fields depending continuously on λ, which satisfy { L λ = A + B λ a sectorial operator, A : H 1 → H a linear homeomorphism, B λ : H 1 → H parameterized linear compact operators. (2.2).

However, the current 4G is unable to satisfy the continuously increasing demands in the future mobile communication, which put forward a great challenge to the fifth generation (5G) wireless systems [1].

If f is continuously differentiable and ((x_{0},y_{0} in D(A) times E), it is easily shown that w is continuously differentiable and satisfies dot{w} ( t)=AS t)x_{0}+C t y_{0}+ int_{0}^{t} C t-s f(s),ds,quad t in Bbb {R}.