Below is a list of my published papers. For more recent preprints, see the ArXiv.
Distance Domains: Continuity
An Algebraic Approach to the Weyl Groupoid
Homogeneous C*-Algebras as Compact Quantum Metric Spaces with Konrad Aguilar
Banach Center Publications 120 (2020) 81-110
Hausdorff Tight Groupoids Generalised with Charles Starling
Semigroup Forum 100 (2020) 399-438
C*-Algebras With and Without ≪-Increasing Approximate Units with Piotr Koszmider
J. Math. Anal. Appl. 477(2) (2019) 1396-1418
General Non-Commutative Locally Compact Locally Hausdorff Stone Duality with Charles Starling
Distance Domains: Completeness
C*-Algebra Distance Filters with Alessandro Vignati
Adv. Oper. Theory 3(3) (2018) 655-681
Locally Compact Stone Duality with Charles Starling
Yoneda Completeness
Math. Structures Comput. Sci. 28(4) (2018) 548-561
A Note on the Akemann-Doner and Farah-Wofsey Constructions with Piotr Koszmider
Proc. Amer. Math. Soc. 145 (2017) 681-687
Type Decomposition in Posets
Math. Slovaca 66(5) (2017) 1047-1058
Hereditary C*-Subalgebra Lattices with Charles A. Akemann
Traces, Ultrapowers and the Pedersen-Petersen C*-Algebras with Ilijas Farah
Houston J. Math 41(4) (2015) 1175-1190
*-Annihilators in Proper *-Semigroups
Semigroup Forum 90(2) (2015) 425-448
The Projection Calculus
Münster J. of Math. 6 (2013), 557–581
Filters in C*-Algebras
Canad. J. Math. 65 (2013), 485-509
The Order on Projections in C*-Algebras of Real Rank Zero
Bull. Polish Acad. Sci. Math. 60 (2012) 37-58
MAD Families of Projections on l² and Real-Valued Functions on ω
Arch. Math. Log. 50(7-8) (2011) 791-801
Generalized Mathias Forcing
Meagre Subsets of [0,1]^ω and B(l^2)
Kyoto University RIMS 2009 Set Theory Workshop: Combinatorial set sheory and forcing theory
The first book published on von Neumann's Continuous Geometry was written in Japanese by Fumitomo Maeda. Below is my English translation of the front and back matter, including the first and last sections of the book proper.
Continuous Geometry by Fumitomo Maeda
And here is a LaTeXed version of the corresponding parts of the original.
連續幾何學 前田文友著