Here, on the hottest day, it is cool beneath the stone and fresh from the water flowing in the sluices at the bottom of the vaults.

Here in these little rooms -- or stages arched open to the sky and river -- they choose a few lines out of the hundreds they may know and sing them according to one of the modes into which Persian music is divided.

Here, on a desk, is a stack of pamphlets representing the efforts of some of the best men of the day to penetrate these questions.

Here, if anywhere, it is not wholly incontrovertible.

Here we may observe that at least one modern philosophy of history is built on the assumption that ideas are the primary objectives of the historian's research.

Here an important caveat is in order.

Here, then, is what Swift would have called a modest proposal by way of a beginning.

But this we know: Here is a great life that in every area of American politics gives the American people occasion for pride and that has invested the democratic process with the most decent qualities of honor, decency, and self-respect.

Here is a word of advice when you go shopping for your pansy seeds.

Here then is our problem: aircraft are vital to winning a war today because they can perform those missions which a missile is totally incapable of performing ; ;

Here is truly a `` Great Recording of the Century '', and its greatness is by no means diminished by the fact that it is not quite perfect.

Here is an original kedgeree recipe from the Family Club's kitchen:

Here is the promise of a vacation trip they can afford.

Here is where things stand today:

Here the Af distance is 2.44 Aj.

Here the pulmonary vein, as in type 2,, is noted to draw away from the bronchus, and to follow a more direct, independent course to the hilum ( figs. 23, 24 ).

Here the number of trials is a random variable, not a fixed number.

Here there is a specific preventive component which applies in a more generalized sense to any casework situation.

( Here an entry is a form plus the information that pertains to it.

Here again, in the written language it is possible to help the reader get his stresses right by using underlining or italics, but much of the time there is simply reliance on his understanding in the light of context.

Here is the best short explanation of the origins of the Cold War that has been written.

Here the first equality follows from the first part of Einstein's theory, the third equality follows from the definition of Boltzmann's constant as, and the fourth equality follows from Stokes ' formula for the mobility.

Here, Wordsworth gives his famous definition of poetry as " the spontaneous overflow of powerful emotions recollected in tranquility: it takes its origin from emotion recollected in tranquility.

Here the composer intends the answer to be " derby ", with " hat " the definition, " could be " the anagram indicator, and " be dry " the anagram fodder.

Here, the keyword introduces a binding of an identifier to a value, introduces the definition of an anonymous function, and introduces a sequence of patterns and corresponding expressions.

Here we introduce a nonnegative weight function in the definition of this inner product.

Here we will give the definition that seems to be the most common nowadays.

Here, the first is a single variable pattern, which will match absolutely any argument and bind it to name n to be used in the rest of the definition.

Given a homogeneous prime ideal P of, let X be a subset of P < sup > n </ sup >( k ) consisting of all roots of polynomials in P .< ref > The definition makes sense since if and only if for any nonzero λ in k .</ ref > Here we show X admits a structure of variety by showing locally it is an affine variety.

Here it does not, and it is necessary to state it in the definition.

Here Z < sub > l </ sub > denotes the ℓ-adic integers, but the definition is by means of the system of ' constant ' sheaves with the finite coefficients Z / l < sup > k </ sup > Z.

for any torsion sheaf F. Here j is any open immersion of X into a scheme Y with a proper morphism g to S ( with f = gj ), and as before the definition does not depend on the choice of j and Y. Cohomology with compact support is the special case of this with S a point.

Here γ is the famous Euler – Mascheroni constant, which has a similar definition involving a sum over all integers ( not just the primes ).

Here Peirce makes a statement that is decisive for understanding the relationship between his pragmatic definition of truth and any theory of truth that leaves it solely and simply a matter of representations corresponding with their objects.

Here,, while in the physics definition above,.

Here the origin of the Tournament's name, but the first definition and documented " Quintana " as a knights ' jousting tournament during a festival, dates back to 1448.

Here, by the definition of the boundary operator, we have, therefore the kernel is:

Here the definition of helicity is simplified to only use the horizontal component of wind and vorticity:

Here, we will assume that they are both + (+ and-are assigned arbitrarily and swapping them is only a matter of definition ).

Here the definition of geo-strategy is used in a more limited regional frame wherein the sum of geographic factors interact to influence or to give advantage to one adversary, or intervene to modify strategic planning as well as political and military venture.

Here X ∈ T < sub > x </ sub > M, therefore X is a derivation defined on M and f is a smooth real-valued function on N. By definition, the pushforward of X at a given x in M is in T < sub > φ ( x )</ sub > N and therefore itself is a derivation.

Here is the definition of the khrueang sai according to the NIU South East Asia Studies department:

Here the curvature of a curve is by definition the reciprocal of the radius of the osculating circle.

Here r < sub > i </ sub > is an element of R and g < sub > i </ sub > an element of G. The sums are finite, by definition of the group ring.

Here is a mathematical definition of the Zome system, on which the physical

where C < sub > n </ sub > is a universal constant only depending on the dimension of M. Here the homotopy systole sysπ < sub > 1 </ sub > is by definition the least length of a noncontractible loop in M. A manifold is called essential if its fundamental class represents a nontrivial class in the homology of its fundamental group.