Sentence examples for firmly know that from inspiring English sources

Rather than provide a confrontational approach by telling people that they have to choose between faith and science, the video depicts scientists discussing how it is acceptable to firmly know that humans evolved based on the evidence to hand, but that this didn't necessarily preclude the existence of a deity.

Rolontz calmly but firmly let me know that when Ahmet was in a picture, I should run the picture.

(In his memoirs, Grant quietly but firmly lets the reader know that in Georgia Sherman was doing what Grant had told him to do).

'I don't know,' he says, adding more firmly, 'but I do know that we don't approve of Simon Cowell.' For those of you unfamiliar with Popworld, it seems fair to point out that artists and their management may feel they have very good reasons to be nervous of appearing; which of course are the very same reasons the show's fans love to watch it.

"If you have a couple brands in negative territory and the category average is still firmly positive, then you know that there are brands that perform well in the sector," Fraenkel told The Huffington Post.

By Theorem 2.2, T λ n f 1 is a firmly nonexpansive mapping; we also know that the identity mapping I is a firmly nonexpansive mapping.

"I believe firmly in dialogue, and I know that in the case of Yucatán we have to resolve the issue in a peaceful way," Mr. Fox reportedly told journalists at his ranch in central Guanajuato State today.

"You must know that we firmly believe that there is no sustainable business model as a health care delivery system that does not have at its core the provision of high-quality patient care and services," HCA's chief executive, Richard M. Bracken, wrote in an e-mail to The New York Times last year.

In a Hilbert space, we know that every firmly nonexpansive mapping is nonspreading and that if the set of fixed points of a nonspreading mapping is nonempty, the nonspreading mapping is quasi-nonexpansive; see [10, 11].

In a Hilbert space, we know that every firmly nonexpansive mapping is nonspreading and if the set of fixed points of a nonspreading mapping is nonempty, the nonspreading mapping is quasi-nonexpansive; see [1].

If this poll is firmly 'opposed' then I'll know that now.