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Following a visual brightness increase, Schulte-Ladbeck, Clayton & Meade (1993) undertook spectropolarimetry of the luminous blue variable (LBV) star, AG Car, and the LMC variable, R 127 For AG Car, the position angle of the intrinsic polarization is aligned with a major axis of the ring nebula and perpendicular to the jet In R 127, the polarization is perpendicular to two bright features of the local material These observations provide strong evidence that the asymmetries seen in the surroundings of these LBVs originate in the underlying stars AG Car became the subject of a more detailed paper by Schulte-Ladbeck, Clayton, Hillier, et al (1994) The H emission line pro le exhibits very extended wings that are differently polarized in amount and position angle relative to both the line core and the continuum, suggesting an origin by electron scattering in a dense wind The polarization exhibits large temporal variations indicating signi cant variations in the envelope opacity The general polarization varies along a preferred position angle of 145 , this direction interpreted as a symmetry axis of the stellar wind Its direction is co-aligned with the major axis of the AG Car ring nebula and perpendicular to the star s jet The temporal polarization variability of AG Car was con rmed by Leitherer, Allen, Altner, et al (1994), who also extended the polarimetry of this object into the ultraviolet Schulte-Ladbeck, Leitherer, Clayton, et al (1993) undertook colour lter measurements of R 127 in the Large Magellanic Cloud The polarization at H decreased with respect to the continuum They assumed that H line is recombination dominated, and thus intrinsically unpolarized, so allowing the interstellar polarization to be estimated The intrinsic polarization was determined to be of the order of 1% ! 15%, implying both the presence of copious free electrons and a considerable asphericity in their distribution Parthasarathy, Jain & Bhatt (2000) have made UBVRI measurements of HR Car, and noted large temporal changes in the level of p, and also in the form of p ( ) Spectropolarimetry of this object was also conducted by Clampin, Schulte-Ladbeck, Nota, et al (1995) Changes of polarization across the H emission line were noted Both these papers imply that the scattering material close to the star does not have a spherically symmetrical distribution, and that the behaviour is consistent with the bi-polar geometry imaged by others using a coronographic technique Spectropolarimetry has been undertaken of LBVs in our Galaxy and in the Magellanic Clouds by Davies, Oudmaijer & Vink (2005) They showed that many of their selected objects exhibit polarimetric signatures across the H emission line, indicating that the light from the stars is intrinsically polarized, and that asphericity already exists at the base of the wind Four of the target stars displayed polarization variability with three of them, AG Car, HR Car and P Cyg, providing temporal position angle changes hich appeared random Such behaviour can be explained by the presence of strong wind-inhomogeneities, or clumps within the wind Only one star, R 127, exhibited p variations along an intrinsic line, with evidence of axial symmetry, as well as clumpiness However, if viewed at low inclination, and with limited temporal sampling, such a wind would produce a seemingly random polarization of the type observed in the other three stars.

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Functions like memset are susceptible to exhaustive tests because they are simple enough that one can prove that the test cases exercise all possible execution paths through the code, thus giving complete coverage For example, it is possible to test memmove for all combinations of overlap, direction, and alignment This is not exhaustive in the sense of testing all possible copy operations, but it is an exhaustive test of representatives of each kind of distinct input situation As in any testing method, test scaffolds need the correct answer to verify the operations they are testing An important technique, which we used in testing memset, is to compare a simple version that is believed correct against a new version that may be incorrect This can be done in stages, as the following example shows One of the authors implemented a raster graphics library involving an operator that copied blocks of pixels from one image to another Depending on the parameters, the operation could be a simple memory copy, or it could require converting pixel values from one color space to another, or it could require "tiling" where the input was copied repeatedly throughout a rectangular area, or combinations of these and other features The specification of the operator was simple, but an efficient implementation would require lots of special code for the many cases To make sure all that code was right demanded a sound testing strategy First simple code was written by hand to perform the correct operation for a single pixel This was used to test the library version's handling of a single pixel Once this stage was working, the library could be trusted for single-pixel operations Next, hand-written code used the library a pixel at a time to build a very slow version of the perator that worked on a single horizontal row of pixels, and that was compared with the library's much more efficient handling of a row With that working, the library could be trusted for horizontal lines This sequence continued, using lines to build rectangles, rectangles to build tiles, and so on Along the way, many bugs were found, including some in the tester itself, but that's part of the effectiveness of the method: we were testing two independent implementations, building confidence in both as we went If a test failed, the tester printed out a detailed analysis to aid understanding what went wrong, and also to verify that the tester was working properly itself As the library was modified and ported over the years, the tester repeatedly proved invaluable for finding bugs Because of its layer-by-layer approach, this tester needed to be run from scratch each time, to verify its own trust of the library Incidentally, the tester was not exhaustive, but probabilistic: it generated random test cases which, for long enough runs, would eventually explore every cranny of the code With the huge number of possible test cases, this strategy was more effective than trying to construct a thorough test set by hand, and much more efficient than exhaustive testing.

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