So again the making out of cleavage and the foliation of the metamorphic rocks.
"The Life and Letters of Charles Darwin, Volume II (of II)" by Charles Darwin
Sketch showing the Form and Distribution of Quartz in a Foliated Rock.
"More Letters of Charles Darwin" by Charles Darwin
CLEAVAGE AND FOLIATION, 1846-1856.
"More Letters of Charles Darwin Volume II" by Charles Darwin
Chilton Foliat, picturesquely placed on the river bank, is the only village passed on the way to Hungerford.
"Wanderings in Wessex" by Edric Holmes
The chancel windows are lancets with foliated heads and interior foliations.
"Somerset" by G.W. Wade and J.H. Wade
A great affinity exists in foliation between Terebinthace and Sapindaceae.
"Journals of Travels in Assam, Burma, Bhootan, Afghanistan and TheNeighbouring Countries" by William Griffith
The strike of large masses of foliated gneiss is parallel with the major axis of the Lake, and all are tilted on edge.
"The Last Journals of David Livingstone, in Central Africa, from 1865 to His Death, Volume I (of 2), 1866-1868" by David Livingstone
The first palace beyond the bridge, now a decaying congeries of offices, has very rich decorative stone work, foliation and festoons.
"A Wanderer in Venice" by E.V. Lucas
The lovely luxuriant architecture, the foliated carvings, were dim in the evening light.
"The Vicissitudes of Bessie Fairfax" by Harriet Parr
A similar representation is seen on the tablet of the Temple of the Foliated Cross from the same ruined city.
"Animal Figures in the Maya Codices" by Alfred M. Tozzer and Glover M. Allen
***
Since such a foliation implies uniqueness for each H , following the result of this paper, one might ask whether these asymptotic submanifolds with such foliations are generic? The answer to this question is ”no ”.
Minimizing Constant Mean Curvature Hypersurfaces in Hyperbolic Space
Moreover, we can also prove that A|N sends FN -foliated vector ﬁelds to FN -foliated vector ﬁelds.
Reduction and submanifolds of generalized complex manifolds
Indeed all we still need is the fact that AN sends a C (N )-foliated vector ﬁeld X ∈ χ1(N ) to a C (N )-foliated vector ﬁeld AX .
Reduction and submanifolds of generalized complex manifolds
Poisson structures and their symplectic foliations, and identify coordinates adapted to these foliations.
Generalized Kahler manifolds and off-shell supersymmetry
Closed foliation currents are in one to one correspondence with transversal invariant measures. F is said to be geometrically tight if M carries a metric such that every foliation current is mass minimizing among its cohomologous integrable currents.
A higher dimensional generalization of taut foliations
***