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Recently Savas [32] and Savas and Gumus [33] studied ideal asymptotically lacunary statistical equivalent single sequences.
Recently, Şahiner et al.[28], and Gürdal and Acik [29] studied ideal convergence and I-Cauchy sequences respectively in 2-normed spaces, and also Gürdal and Pehlivan [30] studied statistical convergence in a 2-Banach space.
This method is first applied to a widely studied ideal test problem, in which better results than the genetic algorithm (GA) and the old version of the RS algorithm are obtained.
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For several decades, psychologists have been studying ideals and elements of beauty.
These results only hold for the ideal conditions studied herein including ideal single crystal surfaces, an ideal liquid water solution phase and the absence of an applied potential.
All of these work are studied under ideal network situations.
As found in our smaller study, ideal BW significantly correlates with Vc/F of everolimus.
As shown in the current study, ideal candidates for maintenance may be potentially identified by symptom burden or ECOG PS.
The well-reported phase II studies (IDEAL I and 2 trials) have shown encouraging responses (8.8 19% response rates) even in patients who have been heavily pretreated (Fukuoka et al, 2003; Kris et al, 2003).
A large randomised phase II study (IDEAL 1; Fukuoka et al, 2003) reported only two interstitial pneumonia cases out of 210 patients owing to gefitinib, and these cases were at a 500-mg dose of gefitinib.
Scientists devise and study such ideal objects because their properties can be known exactly.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com