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Expanding Lung Volume Reduction Surgery Indications: Outcomes in Patients Beyond Conventional National Emphysema Treatment Trial Criteria. [PDF]
Vandervelde CM +7 more
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Bronchoscopic endobronchial valves. [PDF]
Cosgun T, Yardimci H, Tezel Ç.
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Nonequilibrium phases of a biomolecular condensate facilitated by enzyme activity.
Coupe S, Fakhri N.
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HOMOGENEOUS FUNCTIONALLY ALEXANDROFF SPACES
Bulletin of the Australian Mathematical Society, 2017A function $f:X\rightarrow X$ determines a topology $P(f)$ on $X$ by taking the closed sets to be those sets $A\subseteq X$ with $f(A)\subseteq A$. The topological space $(X,P(f))$ is called a functionally Alexandroff space. We completely characterise the homogeneous functionally Alexandroff spaces.
SAMI LAZAAR, TOM RICHMOND, HOUSSEM SABRI
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Homogeneous Functionalization of Methane
Chemical Reviews, 2017One of the remaining "grand challenges" in chemistry is the development of a next generation, less expensive, cleaner process that can allow the vast reserves of methane from natural gas to augment or replace oil as the source of fuels and chemicals.
Niles Jensen Gunsalus +5 more
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Positively Homogeneous Functions Revisited
Journal of Optimization Theory and Applications, 2016zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Valentin V. Gorokhovik +1 more
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Homogeneous Methane Functionalization
2020The development of next-generation processes that enable the clean and economical conversion of methane to all products that are currently derived from petroleum remains a long-standing, “Grand Challenge” within the field of chemistry. The key challenge with selective methane functionalization is that the oxidation products are much more reactive than ...
Anjaneyulu Koppaka +2 more
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Dynamic Programming with Homogeneous Functions
Journal of Economic Theory, 1998zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Alvarez, Fernando, Stokey, Nancy L.
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Harmonic Functions on Homogeneous Spaces
Monatshefte f�r Mathematik, 1999Let \(G\) be a locally compact group acting on a locally compact space \(X\) and \(\sigma\) a probability measure on \(G\). A real Borel function on \(X\) is said to be \(\sigma\)-harmonic if it satisfies the convolution equation \(f=\sigma *f\). In 1963, \textit{H. Furstenberg} [Ann. Math.
Chu, Cho-Ho, Leung, Chi-Wai
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