hold

[see also: apply, true, valid, force]

All our estimates hold without this restriction.

The desired inequality holds trivially whenever $A>0$.

In this section we investigate under what conditions the converse holds.

An obvious question to ask is whether the assertion of Theorem 1 continues to hold for ......

Equality holds $\langle$occurs$\rangle$ in (9) if ......

This attempt is doomed because the homogeneity condition fails to hold. [= The attempt is certain to fail]

The first author holds a Rockefeller Foundation fellowship.

He held the Courant Chair at New York University for three years before his retiring.

In the year 2000 $\langle$In 2000$\rangle$, two important number theory conferences were held at Princeton University.



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