We were coming to an intersection, turning right, chuffing to a stop.

We were off the road, gleaming barbed wire pulling taut.

We were back on the road.

We were slowing.

We enjoyed a paradoxical freedom when we were still too young for school.

We were not, however, entirely unacquainted with the varying aspects of the street.

We were forbidden to swing on the gates, lest they sag on their hinges in a poor-white-trash way, but we could stand on them, when they were latched, rest our chins on the top, and stare and stare, committing to memory, quite unintentionally, all the details that lay before our eyes.

We can also argue that the three brothers Karamazov and Smerdyakov were the external representatives of an internal conflict within one man, Dostoevsky, a conflict having to do with father-murder and the wish to possess the father's woman.

`` We were possessed by visions of a new civilization to come, very pure and elevated '', he has said, `` in fact some ideal form of socialism such as we had dreamed of since the war of 1914-1918 ''.

We were given a job and we carried it out, and later, his case was taken up by the Disciplinary Committee.

`` We were requested by the Secretary General, as I understand it, to discuss with you such matters as appear to us to be relevant, and we are not of course either a formal group or a committee in the sense of being guided by any rules or regulations of the Secretariat.

We were struck by the notable absence of banana skins and beer cans, but just so that we wouldn't go overboard on Greek refinement, perfection was side-stepped by a couple of braying portable radios.

We were almost the same age, she was fifteen, I was twelve, and where I felt there was a life to look forward to Lilly felt she had had as much of it as was necessary.

We may say of some unfortunates that they were never young.

We were at a party once and heard an idealistic young European call that awful charge glorious.

`` We have just returned from Roswell, N.M., where we were defeated, 34 to 9 '', the young man noted.

We were less than a quarter of a mile from the road, and we could trace its shape from the ribbon of powder smoke and dust that hung over it.

`` We were on our vacation in Canada '', Howard explained, in a muffled voice that must have been used to booming, `` and the news didn't catch up with us till we were nearly home.

We blushed and were flustered, and it turned out to be the fleetest brush of lips upon cheek.

We would have the means to seek out and destroy the enemy's force -- whether it were fixed or mobile.

We were in business!!

We were camping a few weeks ago on Cape Hatteras Campground in that land of pirates, seagulls and bluefish on North Carolina's famed Outer Banks.

We do not favor one field over another: we think that all inquiry, all scholarly and artistic creation, is good -- provided only that it contributes to a sense and understanding of the true ends of life, as all first-rate scholarship and artistic creation does.

We look forward to a stronger position in this expanding field.

We can do this through the characteristic values and vectors of T in certain special cases, i.e., when the minimal polynomial for T factors over the scalar field F into a product of distinct monic polynomials of degree 1.

We might not see any rotation initially, but if we closely look at the right, we see a larger field at, say, x = 4 than at x = 3.

“ We ’ ll return to Arkansas for at least another field season ,” says Rohrbaugh.

We have evidence that Jupiter has a magnetic field and that birds are oviparous, but as of yet, we do not seem to have found evidence of moral properties, such as " goodness ".

We have previously mentioned that there can be more than one way of indexing the degrees of freedom in a quantum field.

) We can construct field operators by applying the Fourier transform to the creation and annihilation operators for these states.

We take the velocity field associated with this current as the velocity field whose integral curves yield the motion of the particle.

We conclude that, in the field of public education, the doctrine of " separate but equal " has no place.

We provide a sketch of a proof for the case where the underlying field of scalars is the complex numbers.

We have, therefore, directed the Irish Army authorities to have field hospitals established in County Donegal adjacent to Derry and at other points along the Border where they may be necessary.

( We developed ) a theory to explain how solar protons can diffuse inward and gain energy in the Earth's magnetic field.

We now recognise this as part of the ideal class group: in fact Kummer had isolated the p-torsion in that group for the field of p-roots of unity, for any prime number p, as the reason for the failure of the standard method of attack on the Fermat problem ( see regular prime ).

We can assume that A contains ¬ φ, the field axioms, and, for some k, the first k sentences of the form 1 + 1 +...+ 1 ≠ 0 ( because adding more sentences doesn't change unsatisfiability ).

We can construct a classical continuous random field that has the same probability density as the quantum vacuum state, so that the principal difference from quantum field theory is the measurement theory ( measurement in quantum theory is different from measurement for a classical continuous random field, in that classical measurements are always mutually compatible — in quantum mechanical terms they always commute ).

We start with the expressions for the Liénard – Wiechert field:

We assume that the underlying field is not of characteristic 2: that is, that where 1 denotes the multiplicative identity and 0 the additive identity of the given field.

We claim that, as a field, the quotient is isomorphic to the complex numbers, C. A general complex number is of the form, where a and b are real numbers and Addition and multiplication are given by

We can similarly approximate the gravity field of the Earth by a spherically symmetric field: