The phrase "subject to a condition" is a correct and commonly used phrase in written English.
It is typically used to refer to a situation in which an agreement or action depends on a certain condition being met or fulfilled. For example, "The offer was accepted, subject to a condition that the house be inspected first."
"The law is clear that when an individual endorses a check subject to a condition, he accepts that condition," she wrote.
First, it interpreted Nollan and Dolan as being limited to cases in which the government has issued a permit subject to a condition — not in those in which a permit has been denied.
Using the design method proposed in this paper, even when the diagonal dominance cannot be achieved, subject to a condition based on the structured singular values (SSVs), each local area load-frequency controller can be designed independently.
For example, Nilsson et al. [ 23], when they compared the influence of sipping rather than consuming glucose as a bolus of glucose, found that the order that subjects were subject to a condition influenced the effects on working memory task.
For example, a comparison between the level of translocation defect in cells with WT BIP versus BiP C63A after they have been subjected to a conditions that trigger the modification on WT BiP (e.g. ERO1* overexpression, diamide).
If you did not have medical advice, diagnosis, care, or treatment recommended or received in the 6 months before you enrolled in the plan, then the prior condition cannot be subject to a preexisting condition exclusion".
The transaction is not subject to a financing condition, and debt commitments for the merger consideration have been received by Vision Solutions.
Future experiments might include exposing the subject to a particular condition over a period of time and then testing whether changes in the latency occur for other conditions.
The transaction, which is not subject to a financing condition, is expected to close in the fourth quarter of 2009.
Agrium said the proposal is not subject to a financing condition.
The next result shows that, subject to a technical condition, the conclusion of Theorem 3.4 holds for monotone and.
