Sentence examples for finite condition from inspiring English sources
"finite condition" is a grammatically correct and commonly used phrase in written English
It refers to a specific condition or limitation that has an end or is limited by time, resources, or parameters. An example of using "finite condition" in a sentence is: "The success of the project was dependent on meeting the finite condition of completing it within three months."
It is to turn away from denial – from all those denials of our finite condition that were summed up many years since in a famous book by Ernst Becker, The Denial of Death, in which he identified the basic pathology of the human mind as the fantasy of being "self-created".
The basic idea is that for a finite condition to be meaningful, it must obtain its meaning from another condition that has meaning.
The standard objection to this rationale is that a finite condition could be meaningful without obtaining its meaning from another meaningful condition; perhaps it could be meaningful in itself, or obtain its meaning by being related to something beautiful, autonomous or otherwise valuable for its own sake but not meaningful (Thomson 2003, 25 26, 48).
A regress on meaningful finite conditions is present, and the suggestion is that the regress can terminate only in something infinite, a being so all-encompassing that it need not (indeed, cannot) go beyond itself to obtain meaning from anything else.
These optimal parameters are related to the finite conditions of operation and are considered for finite size systems, including environmental conditions variations and the irreversibilities due to pressure drop of the working fluid in the solar devices.
The investigations have shown that the load carrying capacity of the pipes under finite compliance condition (fixed end condition) increases when compared to infinite compliance (simply supported condition).
We show that for an infinite IFS of contractive similitudes the generalized finite type condition implies the weak separation condition.
Finally, in Section 4, we prove that the generalized finite type condition implies the weak separation condition (i.e. Theorem 1.1).
If { S i } i = 1 ∞ is of generalized finite type condition, then it satisfies the weak separation condition.
In Section 3, we introduce the generalized finite type condition for infinite IFSs and provide examples of IFSs satisfying this condition.
When (n=2), we remark that the finite index condition can be omitted, since the finiteness of the (L^{2}) norm of the second fundamental form implies that M has finite index, which was proved by Bérard et al. [11].
