### Some articles on *generated*:

Source Rock

... petroleum geology, source rock refers to rocks from which hydrocarbons have been

... petroleum geology, source rock refers to rocks from which hydrocarbons have been

**generated**or are capable of being**generated**... regarded as an organic-rich but immature source rock from which little or no oil has been**generated**and expelled ...Sideground IP

... Background IP" is

... Background IP" is

**generated**before the R D collaboration, "foreground IP" is**generated**during the R D collaboration, "postground IP" is**generated**in a certain time span ...Stallings Theorem About Ends Of Groups - Formal Statement of Stallings' Theorem

... Let G be a finitely

... Let G be a finitely

**generated**group ... theory this result can be restated as follows For a finitely**generated**group G we have e(G) > 1 if and only if G admits a nontrivial (that is, without a global fixed vertex) action on a ... For the case where G is a torsion-free finitely**generated**group, Stallings' theorem implies that e(G) = ∞ if and only if G admits a proper free product decomposition G = A ...Machining Vibrations - Industrial Context - Different Kinds of Problems and Their Sources

... of two types forced vibrations and self-

... of two types forced vibrations and self-

**generated**vibrations ... Forced vibrations are mainly**generated**by interrupted cutting (inherent to milling), runout, or vibrations from outside the machine ... Self**generated**vibrations are related to the fact that the actual chip thickness depends also on the relative position between tool and workpiece during the previous tooth passage ...Stallings Theorem About Ends Of Groups - Ends of Groups - Cuts and Almost Invariant Sets - Cuts and Splittings Over Finite Groups

... If G = H∗K where H and K are nontrivial finitely

... If G = H∗K where H and K are nontrivial finitely

**generated**groups then the Cayley graph of G has at least one essential cut and hence e(G) > 1 ... A more precise version of this argument shows that for a finitely**generated**group G If G = H∗CK is a free product with amalgamation where C is a finite ... an HNN-extension where C1, C2 are isomorphic finite subgroups of H then G is a finitely**generated**group and e(G) > 1 ...### Famous quotes containing the word generated:

“Here [in London, history] ... seemed the very fabric of things, as if the city were a single growth of stone and brick, uncounted strata of message and meaning, age upon age, *generated* over the centuries to the dictates of some now all-but-unreadable DNA of commerce and empire.”

—William Gibson (b. 1948)

“It is precisely the purpose of the public opinion *generated* by the press to make the public incapable of judging, to insinuate into it the attitude of someone irresponsible, uninformed.”

—Walter Benjamin (1892–1940)

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