1925
DOI: 10.2118/925058-g
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The Elliott Core Drills

Abstract: In connection with a symposium on core drills, it may be of some value tooutline briefly the evolution of the double barrel core drill. The single barrel core drill, or Texas barrel, has been described a numberof times and is undoubtedly merely an evolution of the fishing tool known as abasket. The single barrel drill has served its purpose, its use is decliningand it will not be further discussed in this paper. Jan Koster appears to have been the inventor of the double barrel cor… Show more

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Cited by 6 publications
(11 citation statements)
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“…In this section, we show that in order to prove the non-commutativity of F (A), we may assume that A sits inside a hyperfinite properly infinite von Neumann algebra M . This follows from works of Glimm [Gli61], Maréchal [Mar75] and Elliott-Woods [EW76]. Then in the next section we show that F (A) contains M ′ ∩ M ω as a sub-quotient.…”
Section: Proof Of the Main Theoremsupporting
confidence: 55%
See 1 more Smart Citation
“…In this section, we show that in order to prove the non-commutativity of F (A), we may assume that A sits inside a hyperfinite properly infinite von Neumann algebra M . This follows from works of Glimm [Gli61], Maréchal [Mar75] and Elliott-Woods [EW76]. Then in the next section we show that F (A) contains M ′ ∩ M ω as a sub-quotient.…”
Section: Proof Of the Main Theoremsupporting
confidence: 55%
“…Next, recall that a combination of the results of Glimm [Gli61], Maréchal [Mar75] and Elliott-Woods [EW76] yields the following theorem. The proof of the above theorem will be given in the next section.…”
Section: Proof Of the Main Theoremmentioning
confidence: 96%
“…(In t,he case of Pu, a solubility limit of = 9.7 atyo might be expected on the basis of a simple interpolation calculation.) As regards the possible presence of a second Ce phase (y-Ce) in the alloys, the absence of any hysteresis in the resistivity-temperature curves provided additional evidence that the samples contained a negligible amount of y-phase [15]. The resistivity measurements were performed using a four-terminal DC potentiometric technique.…”
Section: Sample Preparation and Measurementmentioning
confidence: 99%
“…Interested readers can find additional background reading in the following: non-commutative geometry ( [1], [6]); multiresolutions and wavelets ( [11]); rotation algebras and non-commutative tori ( [3], [7], [6]); and projective multiresolutions ( [12], [13]).…”
Section: Introductionmentioning
confidence: 99%