Sentence examples for is adequately defined from inspiring English sources

Exact(5)

If the relevant market is adequately defined, it includes all relevant substitutes in the product as well as in the geographic dimension.

The first one is that it provides a more accurate evaluation of WSN reliability, assuming that the network functionality is adequately defined in terms of both network coverage and connectivity.

As a summary term it has some utility, but little practical clinical or scientific value unless it is adequately defined.

However, no definite conclusion can be reached about homing of the true stem cell subset until that subset is adequately defined.

Actually this list can be further expanded to any other edible or non-edible plant without known association to colon cancer as long as the chemical profile of the plant is adequately defined.

Similar(55)

He probably thought that I was being wilfully confrontational, but I was really trying to sympathise with his position of trying to define something that can never be adequately defined due to its essential nature.

The role of the borough deputies "has never been adequately defined and today they are neither part of central nor close to the superintendents," Mr. Levy complained in his letter to the board members.

The governor of the Bank of England said: "A lot of people in these markets didn't really know – and probably still do not know – what is expected of them because it hasn't been adequately defined in everyday language".

The role of the borough deputies "has never been adequately defined and today they are neither part of central nor close to the superintendents," Mr. Levy complained in his letter to the board members in July.

Other officials at the meetings said the council did not disagree with Mr. Kouchner's assessment that the "substantial autonomy" promised for Kosovo by a Security Council resolution creating the administration has never been adequately defined.

Apart from its own intrinsic interest, set theory has an importance for the foundations of mathematics in that it is widely held that the natural numbers can be adequately defined in set-theoretic terms.

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