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Page "Euler–Maclaurin formula" ¶ 20
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Here and we
Here there may be an analogy with cancer: we can detect cancers by their rapidly accelerating growth, determinable only when related to the more normal rate of healthy growth.
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.
As Courtenay explains, `` Here in this profession we reach into the souls of men and women.
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 we shall restrict discussion to those methods that appear sufficiently sensitive and precise for determining the concentration of TSH in blood.
Here, for the case of squares inscribed in plane curves, we remove the restriction to convexity and give certain other results.
Here again we run into the roadblock that Negroes do not like to be designated as Negroes in the press.
Here I took my leave of my learned friends to step out on another path, to which we might give the modern name of Pragmatism, or the thing that works.
Here we have an apotropaic situation, where a god originally bringing the plague was invoked to end it.
Here we can store 6 elements they are stored linearly but starting from first row linear then continuing with second row.
The main recent sense of the word “ art ” is roughly as an abbreviation for creative art or “ fine art .” Here we mean that skill is being used to express the artist ’ s creativity, or to engage the audience ’ s aesthetic sensibilities, or to draw the audience towards consideration of the “ finer ” things.
Here I sit and there you are lying ; we have so much to say, and we shall never say it.
A case has been made out for borrowings of many place-names and even misremembered rhymes such as " Here we go looby-loo ... " – chiefly from one of the Luba varieties – in the USA.
Here we are before you in our guilt, though because of it not one of us can stand in your presence.
Here we define the distance in B ( X, M ) in terms of the distance in M as
Here we treat a few others:
Here we see the clear division of male-female attributes which confined the sexes to specific roles, under Rousseau's popular doctrines.
Here we see Hersilia between her father and husband as she adjures the warriors on both sides not to take wives away from their husbands or mothers away from their children.
Here, we are told, ' We need to go beyond the pleasure principle, the reality principle, and repetition compulsion to ... the fantasy principle ' - ' not, as Freud did, reduce fantasies to wishes ... consider all other imaginable emotions '; and thus envisage emotional fantasies as a possible means of moving beyond stereotypes to more nuanced forms of personal and social relating.
Here we define some basic observational concepts, like angles and coordinates, defined in geodesy ( and astronomy as well ), mostly from the viewpoint of the local observer.
Here ( x, y | x ', y ') means that instead of ψ we are writing a different formula, in which x and y are replaced with x ' and y '.
A different ontology arises if we need to attend to the electrodynamics in the device: Here signals propagate at finite speed and an object ( like a resistor ) that was previously viewed as a single component with an I / O behavior may now have to be thought of as an extended medium through which an electromagnetic wave flows.
Here we have the composite number 90 made up of one atom of the prime number 2, two atoms of the prime number 3 and one atom of the prime number 5.

Here and denote
Here | u | and | v | denote the length of the strings respectively.
Here a < sub > 1 </ sub >, ..., a < sub > m </ sub > denote the rows of the matrix A.
( Here V0, V1, and V2 denote verbs and Ny denotes a noun.
Here we denote a pair of corresponding lower and upper adjoints by f < sup > ∗</ sup > and f < sub > ∗</ sub >, respectively.
Here a and l denote radius and length of the wire, and Y is a constant that depends on the distribution of the current in the wire: Y =
Here ε and µ denote dielectric constant and magnetic permeability of the medium the conductors are embedded in.
Here, ran and dom denote the range and the domain, respectively.
Here the chain rule has been applied, and the subscripts denote partial derivatives (, ).
Here, the term energy is used in the generalized sense of signal processing to denote a variance of the signal.
Here the vertical bars denote the absolute value.
Here FG: D → D and GF: C → C, denote the respective compositions of F and G, and I < sub > C </ sub >: C → C and I < sub > D </ sub >: D → D denote the identity functors on C and D, assigning each object and morphism to itself.
Here d < sub > X </ sub > and d < sub > Y </ sub > denote the metrics on X and Y respectively.
Here, let R < sup > n + 1 </ sup > denote the real coordinate space of n + 1 dimensions, and regard the landscape to be painted as a hyperplane in this space.
Here we denote transpose by an apostrophe.
Here " T +" or " T −" denote that the result of the test is positive or negative, respectively.
Here, it has to be noted that the military manuals of Asclepiodotus and Aelian use the term lochos to denote a file in the phalanx.
Here, we use to denote the braiding map associated to the permutation ( represented as a product of disjoint cyclic permutations ).
Here let denote the Riemann tensor, regarded as a tensor in.
Here,, and will be used to denote the initial velocity, the velocity along the direction of < var > x </ var > and the velocity along the direction of < var > y </ var >, respectively.
Here, overdots denote differentiation with respect to proper time, counted off along our timelike congruence ( i. e. we take the covariant derivative with respect to the vector field X ).

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