Suggestions(1)
Exact(1)
Integrating it on ([0,t]subset[0,T]) and using the Poincaré inequality, we deduce (4.23).
Similar(59)
Multiply the first equation of (2) by (v in H_{0}^{1}(0,T)), integrate it on the interval ([0,T]).
Just 0.6% of the sites studied here integrate it on their homepage and 0.3% use the social network's official share button.
It's not clear whether Yelp will keep Cityvox branding or integrate it on to the wider Yelp platform, although it sounds like the latter: "We are looking forward to integrating this review and photo content into Yelp and putting it at the service of consumers throughout France, whether they be locals or one of the millions of annual visitors to the culture-rich country," Ghaffary notes.
As tools to understand this complexity and integrate it on an organismal basis continue to evolve, we will develop the ability to use erythropoietin and related nonhematopoietic agents for organ protection.
Dividing the above inequality by ( d − c ) 2, integrating it over s on [ c, d ], over u on [ c, c + d 2 ] and using the above identity, we derive the inequality (2.12).
Multiplying the inequality (2.17) by p 1 ( u ) p 1 ( s ), integrating it over s on [ c, d ], over u on [ c, c + d 2 ] and using the identities (3.4) and (3.9), we obtain the inequality (3.7).
Multiplying the inequality (2.4) by p 1 ( s ), integrating it over s on [ c, c + d 2 ] and using the above identities, we obtain the inequality (3.1).
Multiplying the inequality (2.7) by p 1 ( s ), integrating it over s on [ c, c + d 2 ] and using the above identity, we obtain W H g ( t 1 ) ≤ W H g ( t 2 ).
Finally, multiplying equation (21) by x and integrating it by parts on the Euclidean space E m, in accordance with Definition 2, we obtain a system of linear equations for the particular moments of the first order in the form (18).
The system has been evaluated on synthetic and real data, and by integrating it into manipulation experiments on the RoDyMan1humanoid robotic platform.
Write better and faster with AI suggestions while staying true to your unique style.
Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com