Here d is the spacing between diffracting planes, is the incident angle, n is any integer, and λ is the wavelength of the beam.

Here the grape is known as Melon d ' Arbois or Gamay blanc and is sometimes blended with Savagnin.

Here ∂ is a rounded d called the partial derivative symbol.

Here later François-René de Chateaubriand worked on his Mémoires d ' Outre-Tombe as the guest of duchesse Claire de Duras.

As Penman explains: '“ After I ’ d finished Here Be Dragons, I knew I wanted to continue the story .... At first I ’ d planned to write one book in which Simon de Montfort would share top billing with Llewelyn Fawr ’ s grandson, Llewelyn ap Gruffydd, who later wed Simon ’ s daughter.

Here, volunteer vessels record position, depth and time data using their standard navigation instruments, and then the d ata is processed on the server for speed of sound, tidal and other corrections.

Here again, in a position where he could observe and review affairs, he performed valuable service, especially under the presidency of the duc d ' Audiffred Pasquier, who was glad to have Sorel's advice in the most serious crises of internal politics.

Here we show that the size of the ( sub ) tree rooted at any node x of degree d in the heap must have size at least F < sub > d + 2 </ sub >, where F < sub > k </ sub > is the kth Fibonacci number.

Here ω < sup > α </ sup >< sub > β </ sub > defines a k × k matrix of one-forms on U. In fact, given any such matrix the above expression defines a connection on E restricted to U. This is because ω < sup > α </ sup >< sub > β </ sub > determines a one-form ω with values in End ( E ) and this expression defines ∇ to be the connection d + ω, where d is the trivial connection on E over U defined by differentiating the components of a section using the local frame.

:" Le réseau d ' ici " ( The Network from Here )

Inscription in ledger-line: hic jacet d ( omin ) a Emma mater Venerabilissimi patris et domini D ( omi ) ni Joh ( ann ) is Stafford dei gra ( tia ) Cantuariensis Archiepi ( scopi ) qu ( a ) e obiit quinto die mensis Septembris anno d ( omi ) ni Mille ( n ) simo ccc. mo quadra ( gen ) s ( i ) mo vi. o cui ( us ) anime p ( ro ) piciet ( ur ) de ( us ) am ( en ) (" Here lies Lady Emma mother of the most venerable father and lord, Lord John Stafford by the grace of God Archbishop of Canterbury who died on the 5th day of the month of September in the one thousandth three hundredth and sixth year of our Lord on whose soul may God look with favour amen "

Here d < sub > H </ sub > denotes Hausdorff distance between subsets in M and the isometric embedding is understood in the global sense, i. e. it must preserve all distances, not only infinitesimally small ones ; for example no compact Riemannian manifold of negative sectional curvature admits such an embedding into Euclidean space.

Here, A is the vector potential and d represents the gauge-covariant derivative, and F the field strength or curvature form on the fiber bundle.

Here ω < sub > d </ sub > is the volume of the unit d-ball, and sometimes sign conventions may vary ; compare and.

Here, more fortunate than the husband of Bathsheba, the duc d ' Agénois was only wounded, and returned to the court in glory.

Here his style combined something of Filippo Lippi with its original elements, and he received co-operation from Giusto d ' Andrea.

Here, d is the exterior derivative of the a < sup > th </ sup > component of x, which is a scalar field ( so this isn't a pure abstract index notation ).

In mathematical morphology, binary images are subsets of an Euclidean space R < sup > d </ sup > or the integer grid Z < sup > d </ sup >, for some dimension d. Here are some examples of widely used structuring elements ( denoted by B ):

Here, < sub > n </ sub > denotes the sample mean of the first n samples ( x < sub > 1 </ sub >, ..., x < sub > n </ sub >), s < sup > 2 </ sup >< sub > n </ sub > their sample variance, and σ < sup > 2 </ sup >< sub > n </ sub > their population variance.

Therefore, given any positive integer n, it produces a string with Kolmogorov complexity at least as great as n. The program itself has a fixed length U. The input to the program GenerateComplexString is an integer n. Here, the size of n is measured by the number of bits required to represent n, which is log < sub > 2 </ sub >( n ).

Here K denotes the field of real numbers or complex numbers, I is a closed and bounded interval b and p, q are real numbers with 1 < p, q < ∞ so that

Here k is first-order rate constant having dimension 1 / time, ( t ) is concentration at a time t and < sub > 0 </ sub > is the initial concentration.

Here I < sub > 2 </ sub > is reduced to I < sup >–</ sup > and S < sub > 2 </ sub > O < sub > 3 </ sub >< sup > 2 –</ sup > ( thiosulfate anion ) is oxidized to S < sub > 4 </ sub > O < sub > 6 </ sub >< sup > 2 –</ sup >.

The simplest, and original, implementation of the protocol uses the multiplicative group of integers modulo p, where p is prime and g is primitive root mod p. Here is an example of the protocol, with non-secret values in < span style =" color: blue "> blue </ span >, and secret values in < span style =" color: red "> boldface red </ span >:

Here is the center of the ellipse, and is the angle between the < math > X </ Math >- axis and the major axis of the ellipse.

Here C < sub > p </ sub > is the heat capacity at constant pressure and α is the coefficient of ( cubic ) thermal expansion

Here ( Z / 2Z ) is the polynomial ring of Z / 2Z and ( Z / 2Z )/( T < sup > 2 </ sup >+ T + 1 ) are the equivalence classes of these polynomials modulo T < sup > 2 </ sup >+ T + 1.

Here the kets and columns are identified with the vectors of V and the bras and rows with the dual vectors or linear functionals of the dual space V < sup >*</ sup >, with conjugacy associated with duality.

Here, R < sub > ij </ sub > is the Ricci tensor.

# If A is a cartesian product of intervals I < sub > 1 </ sub > × I < sub > 2 </ sub > × ... × I < sub > n </ sub >, then A is Lebesgue measurable and Here, | I | denotes the length of the interval I.

Here we define the distance in B ( X, M ) in terms of the distance in M as

Here, X is a set, and Σ is a sigma-algebra on X, so that the pair ( X, Σ ) is a measurable space.

Here X represents the space of messages transmitted, and Y the space of messages received during a unit time over our channel.

Notable story arcs of this decade are " Revolution " ( 2000 ), " Eve of Destruction ," " E Is For Extinction " ( 2001 ), " Planet X ," " Here Comes Tomorrow ," " Gifted ," ( 2004 ) X-Men: Phoenix-Endsong, " House of M ," " Decimation " ( 2005 ), Deadly Genesis ( 2005 – 2006 ), " Endangered Species " ( 2007 ), " Messiah Complex " ( 2007 – 2008 ), " Divided We Stand " ( 2008 ), " Manifest Destiny " ( 2008 – 2009 ), X-Infernus, " Messiah War ," " Utopia ," " Nation X " and " Necrosha " ( 2009 ).

Here Mavrodes ' worry about X = " to make something its maker cannot lift " will no longer be a problem because " God does X " is not logically consistent.

Here C < sub > b </ sub >( X ) denotes the C *- algebra of all continuous bounded functions on X with sup-norm.

(" Here lies very high and powerful excellent prince Charles X by name king, by the grace of God, of France and of Navarre ")

The American Journal of Human Genetics released an article in 2007 stating " Here we show, by using 86 complete mitochondrial genomes, that all Indigenous American haplogroups, including Haplogroup X ( mtDNA ), were part of a single founding population.

Here A < sub > n </ sub > is the free abelian group or module whose generators are the n-dimensional oriented simplexes of X.

Here one starts with some covariant additive functor F and some module X.

Here the X < sub > i </ sub > are the generalized forces corresponding to the external variables x < sub > i </ sub >.

In 1999, DMX released his best-selling album ... And Then There Was X, which featured the hit single " Party Up ( Up in Here )".

Here Q < sub > Y | X </ sub >( y | x ), sometimes called a test channel, is the conditional probability density function ( PDF ) of the communication channel output ( compressed signal ) Y for a given input ( original signal ) X, and I < sub > Q </ sub >( Y ; X ) is the mutual information between Y and X defined as

Here, each vector Y < sub > j </ sub > of the f ' basis is a linear combination of the vectors X < sub > i </ sub > of the f basis, so that

Here Var ( X ) is the variance of X, defined as: