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Asymptotic Density and the Theory of Computability: A Partial Survey., and . Computability and Complexity, volume 10010 of Lecture Notes in Computer Science, page 501-520. Springer, (2017)A Cohesive Set which is not High., and . Math. Log. Q., (1993)The reverse mathematics of Hindman's Theorem for sums of exactly two elements., , , , , and . Comput., 8 (3-4): 253-263 (2019)Coarse computability, the density metric, Hausdorff distances between Turing degrees, perfect trees, and reverse mathematics., , and . J. Math. Log., 24 (2): 2350005:1-2350005:76 (August 2024)Recursively Enumerable Sets Modulo Iterated Jumps and Extensions of Arslanov's Completeness Criterion., , , and . J. Symb. Log., 54 (4): 1288-1323 (1989)Herrmann's Beautiful Theorem on Computable Partial Orderings.. Computability and Complexity, volume 10010 of Lecture Notes in Computer Science, page 127-133. Springer, (2017)Fine Degrees of Word Problems of Cancellation Semigroups.. Math. Log. Q., 26 (1-6): 93-95 (1980)Asymptotic density and computably Enumerable Sets., , and . J. Math. Log., 13 (2): 1350005 (2013)Effectiveness of Hindman's Theorem for Bounded Sums., , , and . Computability and Complexity, volume 10010 of Lecture Notes in Computer Science, page 134-142. Springer, (2017)On self-embeddings of computable linear orderings., , and . Ann. Pure Appl. Log., 138 (1-3): 52-76 (2006)