New PDF release: A basis inequality and new characterization of Whitney

By Li H., Vrancken L.

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Additional info for A basis inequality and new characterization of Whitney spheres in a complex space form

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Fig. 37), and, made with a more pointed instrument, on the upper part of the double crown of A2. On other pieces where parts are missing there are no clear chisel marks at all, but the remaining surface is of an almost biscuit-like texture (the totally removed face of IT24 and the backs of DIO, E12, and K38). Fig. 1 Mutilated face of H22. 20 CATALOG In 1975, when examining G15 on the occasion of its exhibition in Brus sels, Roland Tefnin made the following observations, comparing the muti lation of the colossi with a previous case of personal persecution:10 There is general agreement that the statues o f Amenhotep IV were sav­ agely overturned and broken after his death so that the image o f the heretic should disappear forever.

23), cf. fig. 31 (en face) and dustjacket (profile); Partridge 2007, fig. 7, 7a; Hawass 2008, pp. 144-45. Description: Upper torso and head with nemes and double crown (fig. 23 It may easily he confused with the following item (B4), as the appearance and state of preservation are rather similar. B3 has a completely preserved crown and a longer left upper arm. 124 Present location: Egyptian Museum, Cairo, room 3 (“pink room”). Fig. 9a,b Chevrier's drawings (B4). 30 CATALOG Measurements: H 153cm, W 106cm, D 72cm.

205; Reeves 2001, cover; Bongioanni 2004, p. 34; el-Shahawy 2009, pp. 168-71. Description: Head with khat or nemes and double crown (figs. 13). According to the museum catalog this was among the heads found by Chevrier in 1926, therefore presumably among those mentioned in Chevrier 1926, p. 122. Fig. 12 Front view of J53 (C5). A-l: HEADS. SOME WITH PART OF BODY Fig. 14a JE 98895 front (C6). Fig. 14b JE 98895 profile (C6). C6 Egyptian Museum Cairo JE 98895 Present location: Egyptian Museum, Cairo, basement SS42, W 4.

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A basis inequality and new characterization of Whitney spheres in a complex space form by Li H., Vrancken L.


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