Article:Math.GT/0407493/unidentified-references
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S. Asami and S. Satoh, {\it An infinite family of non-invertible surfaces in $4$-space}, to appear in Bull. London Math. Soc. D. Bar-Natan, {\it Khovanov's homology for tangles and cobordisms,} preprint available at: {\tt http://www.math.toronto.edu/\~{}drorbn/papers/Cobordism/} J. Boyle, {\it The turned torus knot in $S^4$}, J. Knot Theory Ramifications {\bf 2} (1993), 239--249. J.S. Carter and M. Saito, Knotted surfaces and their diagrams, Mathematical Surveys and Monographs, vol. 55, American Mathematical Society, Providence, RI. 1998. T. Kanenobu and A. Shima, {\it Two filtrations of ribbon 2-knots}, Topology Appl. {\bf 121} (2002), 143--168. A. Kawauchi, {\it On pseudo-ribbon surface-links}, J. Knot Theory Ramifications {\bf 11} (2002), 1043--1062. M. Khovanov, {\it A categorification of the Jones polynomial}, Duke Math. J. {\bf 101(3)} (1999), 359--426. S. Satoh, {\it Surface diagrams of twist-spun 2-knots}, J. Knot Theory Ramifications {\bf 11} (2002), 413-430. \bysame, {\it A note on unknotting numbers of twist-spun knots}, preprint. A. Shima, {\it On simply knotted tori in $S^4$ II}, Knots '96 (Tokyo), 551--568, World Sci. Publishing, River Edge, NJ, 1997. M. Teragaito, {\it Symmetry-spun tori in the four-sphere}, Knots 90 (Osaka, 1990), 163--171, de Gruyter, Berlin, 1992. T. Yajima, {\it On simply knotted spheres in $R^4$}, Osaka J.\ Math. {\bf 1} (1964), 133--152. T. Yashiro, {\it Deformations of surface diagrams}, talk at First KOOK Seminar International Knot Theory and Related Topics, July 2004.