Sentence examples for identity of the operator from inspiring English sources

U.S. Customs and Border Protection, which is overseen by the Department of Homeland Security, last month served Twitter with a summons demanding the identity of the operator of the account for "Alt Immigration" – @ALT_uscis.

Twitter said in a Thursday filing that it seeks to prevent US Customs and Border Protection (a DHS agency) from "unlawfully abusing a limited-purpose investigatory tool to try to unmask the real identity of the operator of the @ALT_USCIS account.

Some, including Uri Geller of spoon-bending fame, expect money or publicity for exercising their telekinesis at the lab, but PEAR does not pay and keeps the identities of the operators private.

Mr. Nohl said he was not planning to disclose the identities of the operators whose SIM cards had performed poorly in his study at the Black Hat conference in August.

This new class 'part 295', will require anyone who isn't a carrier or indeed a carrier who is sub-chartering to disclose the identity of the actual operator performing the trip to the client before contracting, and enforce that the client knows what insurance the broker holds.

In this section we obtain some estimates or identities for the operator norms of certain matrix operators and we deduce the necessary and sufficient conditions for such operators to be compact.

The identity of the exchange's operators was kept secret, even as other large Bitcoin exchanges tried to make their businesses more transparent and friendly to regulators.

"In addition, depending on the information supplied, email addresses, mobile and fixed-line phone numbers, the identity of the person's internet operator and their date of birth, were also recovered".

In robotic sport instructor systems for rehabilitation and exercise training, identity recognition of the gesture operator is a crucial problem.

(Exponential functional) An exponential functional is an identity function of the differential operator.

Then, by mathematical induction on n, d d x ( f n ) = n f n - 1 d d x ( f ) for any n ≠ 0. (Exponential function) An exponential function exp ( x ) is defined as an identity function of the differentiation operator.