The phrase "a suitable limit" is correct and usable in written English.
It can be used when discussing an appropriate or acceptable boundary or restriction in various contexts, such as rules, regulations, or personal boundaries.
Example: "We need to establish a suitable limit on the number of hours employees can work overtime to ensure their well-being."
Alternatives: "an appropriate boundary" or "a fitting restriction".
Deriving a suitable limit for ( M t n ) t ≥ 0 is what we set to do next.
Remark 3.1 In the case of multiple roots, we can also have the Green function by taking a suitable limit in (3.3).
Finally we identify the limit of (w_{varepsilon }) as the solution of the optimality system related to the homogenized problem with respect to a suitable limit cost functional.
One can compute the perturbation coefficients which are (theta ) independent for (-itheta in (0,tfrac{pi }{2})) and then take (-itheta ) to 0. One gets a suitable limit of (- Vvarphi,SVvarphi )) where S is a reduced resolvent.
In one particular example we show that the couplings of (1,1 -forms equal the couplings of (2,1,1 -formsn thequalror manifold, provided thet a suitable limit is taken of the couplingstructure which cofresponds to the large-radius limit appropriate for the mirror manifold.
The main result of this paper proves that the optimal control of the ε-problem, which is the unique minimum point of a quadratic cost functional (J_{varepsilon}), converges to the optimal control of the homogenized problem with respect to a suitable limit cost functional (J_{infty}).
The answer, again, is to set up a suitable limiting process that approximates the desired area with simpler regions whose areas can be calculated.
We may further assume, without loss of generality, − ∞ < a < b < ∞, since a uniform estimate independent of a and b will allow us a suitable limiting argument.
This provided a suitable duration limit needed to reproduce the observed erosivity.
This behaviour can be highlighted by considering a suitable hyperbolic limit of the kinetic equation, using a Hopf Cole transform.
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