Sentence examples for recall firmly from inspiring English sources

Exact(1)

"He has always brought a great deal to the England team, and we know he'll be working as hard as ever to reach peak form and fitness - with an England recall firmly in the forefront of his mind".

Similar(59)

Once Clegg had won some attention of his own after his triumphant TV debates in 2010, Cable, some recall, was firmly pushed into a corner in an attempt to focus the media on the party leader.

"Unlike other politicians who might expect to be asked questions, he interrogated me ceaselessly throughout the journey," Kyle recalled, "keeping his eyes firmly fixed on my face and never once on the road.

Those calculations were part of what led Melo to "plant the flag firmly in Brazil," recalls investor Duyk.

And Enescu, recalling those lightning sessions, added firmly: 'Those were the days when we really made some progress.'" Despite his absent-minded aspect, Fauré had the rare pedagogic ability to draw out his students' individual "voices".

"We both recognized that it would be almost impossible for me to get a permanent job there without it looking like nepotism," recalls Jardine, who is now firmly ensconced at St Andrews with her husband and family.

When the Hungarian prime minister, Miklos Nemeth, briefed him in Moscow about plans to hold multi-party elections, Nemeth recalled that the Soviet leader "expressed firmly that he did not agree with this".

"In the schoolyard battles of Marvel vs. DC, I was firmly a DC kid," he recalled during an interview just hours before the first preview.

Nasser recalled that her wails "haunted" him and firmly dissuaded him from undertaking similar actions in the future.

Recall that a mapping (T:Hrightarrow H) is firmly nonexpansive if |Tx-Ty|^{2}leqlangle Tx-Ty,x-yrangle, quad x,yin H.   (ii) (operatorname{prox}_{lambdavarphi}=(I+lambdapartialvarphi )^{-1}=J_{lambda}^{partialvarphi}), the resolvent of the subdifferential ∂φ of φ.  .

Recall that a mapping (T:Hrightarrow H) is firmly nonexpansive if |Tx-Ty|^{2}leqlangle Tx-Ty,x-yrangle, quad x,yin H. (operatorname{prox}_{lambdavarphi}=(I+lambdapartialvarphi )^{-1}=J_{lambda}^{partialvarphi}), the resolvent of the subdifferential ∂φ of φ.

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