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Page "learned" ¶ 344
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We and first
We note that, first, America has already made great contributions in the past two years to the world's fund of knowledge of astrophysics and space science.
`` We are menaced for the first time in the history of the Republic by the open and unblushing effort of a multi-millionaire to purchase the Presidential nomination.
We stopped first at the amphitheater that lies at the foot of the height crowned by the Parthenon.
We saw it frequently afterward, but our suggestion for the very first encounter is near sunset.
We find, in the first place, that the students overwhelmingly approve of higher education, positively evaluate the job their own institution is doing, do not accept most of the criticisms levelled against higher education in the public prints, and, on the whole, approve of the way their university deals with value-problems and value inculcation.
We must, first of all, be willing to forgive others before we can secure God's forgiveness.
We who are living today may learn a valuable lesson from those who celebrated the first Thanksgiving Day.
We quickly ran into the same trouble that plagued Bill Ruger in his first experiments: Three or four bullets would be placed well in a six-inch bull at 100 yards and then, unaccountably, one could stray far out of the group.
We unanimously agreed that Prokofieff had won his rights as a world citizen to the first ranks of Twentieth-Century Composers.
We first discuss the Af bond in Af.
We shall show that the polynomials Af behave in the manner described in the first paragraph of the proof.
We first show that the function is single-valued in some neighborhood.
We observe first that no line, l, can meet its image except at one of its intersections with Q.
We should first recognize our tendency to develop a hierarchy of values, locating brief treatment at the bottom and long-term intensive service at the top, instead of seeing the services as part of a continuum, each important in its own right.
We will deal first with the program in the Congo though this was put into operation later than the other.
We should say that we made our point with feeling the first time and little or no feeling the second time, but that it was the same point we were making.
We had looked forward to what we hoped to be our first informal meeting with a number of Moscow's artists.
`` Disaffiliation '', by the way, is the term used by the critic and poet, Lawrence Lipton, who has written several articles on this subject, the first of which, in The Nation, quoted as Epigraph: `` We disaffiliate.
We first see him shaking Mrs. Joe's hand on discovering the sizable amount of the premium paid to her husband for Pip's indenture as an apprentice and later pumping Pip's hands `` for the hundredth time at least '' ( `` May I -- may I -- ''??
We visited the Okamoto home -- where for the first time I saw the famous tea ceremony.
`` We intend to attend the downtown theaters before the first of the year '', the identically worded letters said.
We may show, first, that there cannot possibly be an alternative other than the three typically represented by Bultmann, Barth, and Buri.
Clearly we can do this: We start at the first box, choose an item ; go to the second box, choose an item ; and so on.
Even his old literary home, Punch, where the When We Were Very Young verses had first appeared, was ultimately to reject him, as Christopher Milne details in his autobiography The Enchanted Places, although Methuen continued to publish whatever Milne wrote, including the long poem ' The Norman Church ' and an assembly of articles entitled Year In, Year Out ( which Milne likened to a benefit night for the author ).

We and define
We define these values as Af, and define g{t} in the same way for each T.
Articles of faith are sets of beliefs usually found in creeds, sometimes numbered, and often beginning with " We believe ...", which attempt to more or less define the fundamental theology of a given religion, and especially in the Christian Church.
We then define f ( x, y ) to be this z.
We can then define the differential map d: C < sup >∞</ sup >( M ) → T < sub > x </ sub >< sup >*</ sup > M at a point x as the map which sends f to df < sub > x </ sub >.
We can now define the value
We should not define ' wisdom ' as the absence of folly, or a healthy thing as whatever is not sick.
We cannot define a point except as ' something with no parts ', nor blindness except as ' the absence of sight in a creature that is normally sighted '.
We define the periodic Bernoulli functions P < sub > n </ sub > by
We then define a contravariant functor F from C to D as a mapping that
We need a " mark " to define where we are and which direction we are heading to see if we ever get back to exactly the same pixel.
Verner wrote, " We can conclude that although the ancient Egyptians could not precisely define the value of π, in practice they used it ".
We define the kernel of h to be the set of elements in G which are mapped to the identity in H
We define the degree of to be the number of universal quantifier blocks, separated by existential quantifier blocks as shown above, in the prefix of.
We define the inverse limit of the inverse system (( A < sub > i </ sub >)< sub > i ∈ I </ sub >, ( f < sub > ij </ sub >)< sub > i ≤ j ∈ I </ sub >) as a particular subgroup of the direct product of the A < sub > i </ sub >' s:
We wish to maximize total value subject to the constraint that total weight is less than or equal to W. Then for each w ≤ W, define m to be the maximum value that can be attained with total weight less than or equal to w. m then is the solution to the problem.
We could also define a Lie algebra structure on T < sub > e </ sub > using right invariant vector fields instead of left invariant vector fields.
* We then define truth-functional operators, beginning with negation.
We can define addition, subtraction, and multiplication on by the following rules:
We can define methods to manipulate these new complex types.
We assume that A is an m-by-n matrix over either the real numbers or the complex numbers, and we define the linear map f by f ( x ) = Ax as above.
We can define a multiplication on the set S using the Steiner triple system by setting aa
We may define a possibly different topology on X using the continuous ( or topological ) dual space X < sup >*</ sup >.
We can also define it as a second component of business which includes all activities, functions and institutions involved in transferring goods from producers to consumer.

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