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Second Order Definability Via enumerations.. Math. Log. Q., 37 (2-4): 45-54 (1991)Regular Enumerations., and . J. Symb. Log., 67 (4): 1323-1343 (2002)Intrinsically II11 Relations.. Math. Log. Q., (1996)A Jump Inversion Theorem for the Degree Spectra., and . J. Log. Comput., 19 (1): 199-215 (2009)Effective properties of Marker's extensions.. J. Log. Comput., 23 (6): 1335-1367 (2013)Uniform regular enumerations., and . Math. Struct. Comput. Sci., 16 (5): 901-924 (2006)Uniform Operators.. CiE, volume 3526 of Lecture Notes in Computer Science, page 441-450. Springer, (2005)The omega-Enumeration Degrees.. J. Log. Comput., 17 (6): 1193-1214 (2007)Quasi-minimal degrees for degree spectra., and . J. Log. Comput., 23 (6): 1319-1334 (2013)The jump operator on the omega-enumeration degrees., and . Ann. Pure Appl. Log., 160 (3): 289-301 (2009)