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doc#107 | Revolution, he fought the colonists' front- | line | battles in London, negotiated the treaty |
doc#143 | a buckboard, they drove out to a willow- | lined | creek about a half-mile off, then climbed |
doc#129 | meets g in <formul> points. In each case, | lines | of the bundles are transformed by involutions |
doc#113 | reality. One beat poet composes a poem, " | Lines | on a Tijuana John", which contains a few |
doc#129 | of <formul> which is tangent to g at T. A | line | through two of these points, <formul> and |
doc#129 | tangent l<prime>. Hence, thought of as a | line | in a particular plane <pgr>, any tangent |
doc#129 | first possibility requires that there be a | line | through P which meets g in <formul> points |
doc#129 | points; the second requires that there be a | line | through P which meets g in <formul> points |
doc#129 | k coincidences, each of which implies a | line | of the pencil which meets its image. However |
doc#129 | <formul> are two planes intersecting in a | line | l, tangent to Q at a point P, the two free |
doc#100 | the Tidewater than the Piedmont; so that a | line | running down the length of the South marking |
doc#129 | clear that the only points of Q at which a | line | can meets its image are the points of g |
doc#72 | McAuliffe. Alusik then moved Cooke across with a | line | drive to left. Jay Porter drew a base on |
doc#104 | the bridge. These are traversed by another | line | of vaults, and thus rooms, arched on all |
doc#129 | <formul> which are tangent to g. Clearly, any | line | , l, of any bundle having one of these points |
doc#109 | all subjectively motivated continuity, any | line | of action related to the concept of cause |
doc#129 | points. Hence its image, C<prime>, meets any | line | of <formul> in <formul> points. Moreover |
doc#129 | . Moreover, C<prime> obviously meets any | line | <formul> in a single point. Hence C<prime> |
doc#129 | (1,1) curve on Q, meets the image of any | line | of <formul>, which we have already found |
doc#129 | <formul>. Then in <sect>2 we show that any | line | involution with the properties that (a) |