At 11,000 feet, Acer sterculiacea, Rosa microphylla, Ribes, which ceases below 10,000 feet, it is confined to the A. densa woods.
"Journals of Travels in Assam, Burma, Bhootan, Afghanistan and TheNeighbouring Countries" by William Griffith
There was one time a poor sailor out of Ribe, who came to a foreign island whose inhabitants were grievously plagued with mice.
"Folk-Lore and Legends; Scandinavian" by Various
Even the stouter-built dwelling of M. Baridon at Les Ribes was nearly carried away by one of such inundations twelve years ago.
"The Huguenots in France" by Samuel Smiles
Ribes bushes, vaccinium, and kalmia, now in flower, make beautiful rugs and borders along the banks of the streams.
"My First Summer in the Sierra" by John Muir
Ribes alpinum pumilum aureum, golden in spring.
"Trees and Shrubs for English Gardens" by Ernest Thomas Cook
The little garden had a few pleasant flowering bushes, Ribes and Laurustinus, a Bay and an Almond tree.
"Wood and Garden" by Gertrude Jekyll
God preserve us from the Ribe-Ret!
"The Childhood of King Erik Menved" by Bernhard Severin Ingemann
The counties of Viborg, Ringkjobing and Ribe cover the principal heath district.
"Encyclopaedia Britannica, 11th Edition, Volume 15, Slice 6" by Various
I happened to arrive at Ribe just too late.
"British Secret Service During the Great War" by Nicholas Everitt
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If the system is non-linear, impulse packets elicit analogous, but more complex, behavior that is captured by collections of slices. We desc ribe the result for the simplest packets. Figure 3 provides an illustrative example.
Improved Volterra Kernel Methods with Applications to the Visual System
Equation (2.6) desc ribes the heat flow when besides the temperature gradient, the potential energy V operates.
Thermal processes generated in quark-gluon plasma by yoctosecond laser pulses
Several authors have studied the archival records of sunspots during the Maunder minimum (Sokoloff & Nesme-Ribes 1994; Hoyt & Schatten 1996).
Dynamo models of grand minima
Fig. 1 shows the theoretical plots of butterﬂy diagram and sunspot number, which compare favourably with the corresponding observational plots given in Fig. 1(a) of Sokoloff & Nesme-Ribes (1994) and Fig. 1 of Usoskin, Mursula & Kovaltsov (2000).
Dynamo models of grand minima
On the other hand, Ribe proved that local properties of Banach spaces are preserved under coarse-Lipschitz embeddings.
The non-linear geometry of Banach spaces after Nigel Kalton
Theorem 3.3. (Ribe 1978) Let X and Y be two Banach spaces such that X Then there exists a constant K ≥ 1 such that for any ﬁnite dimensional subspace E of X there is a ﬁnite dimensional subspace F of Y which is K -isomorphic to E .
The non-linear geometry of Banach spaces after Nigel Kalton
It follows from Ribe’s counterexample that reﬂexivity is not preserved under uniform homeomorphisms.
The non-linear geometry of Banach spaces after Nigel Kalton
This theorem gave birth to the “Ribe program” which aims at looking for metric invariants that characterize local properties of Banach spaces.
The non-linear geometry of Banach spaces after Nigel Kalton
The ﬁrst occurence of the “Ribe program” is Bourgain’s metric characterization of superreﬂexivity given in .
The non-linear geometry of Banach spaces after Nigel Kalton
Ribe, Existence of separable uniformly homeomorphic non isomorphic Banach spaces, Israel J.
The non-linear geometry of Banach spaces after Nigel Kalton
Ribe, On uniformly homeomorphic normed spaces, Ark.
The non-linear geometry of Banach spaces after Nigel Kalton
Lett. 20,14 Frick, P., Galyagin, D., Hoyt, D. V., Nesme-Ribes, R., Schatten, K. H., Sokoloff, D., Zakhorov, V. (1997) Astron.
Wavelet Analysis of Solar Activity
More recent observations found smaller but always positive values (Nesme-Ribes, Ferreira, & Vince 1993).
Angular momentum transport in the solar supergranulation layer
In dimensions n ≥ 3, we can ﬁnd many results with different assumptions on presc ribed curvature, see [B], [L 2], [C-L 2].
Harnack Inequalities for Yamabe Type Equations
In recent years, an analogous theory has been developed of proﬁnite groups acting on ‘proﬁnite trees’, largely due to the work of Melnikov, Ribes and P. A.
Some aspects of profinite group theory
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