Mathematics at Colby

Mayflower Hill 5830, Waterville ME 04901 Phone 207-859-5831 Fax 207-859-5846

Ben Mathes
Professor of Mathematics
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List of publications

(You need access to MathSciNet for most of the links below.)

MR2018595 (2004h:47009) Livshits, L.; Macdonald, G.; Mathes, B.; Radjavi, H. Operator semigroups for which reducibility implies decomposability. Positivity 7 (2003), no. 3, 195--202. (Reviewer: Roman Drnov\v sek) 47A15 (47B65 47D03)
MR1996841 (2005g:46132) Hadwin, Don; Kaonga, Llolsten; Mathes, Ben Noncommutative continuous functions. J. Korean Math. Soc. 40 (2003), no. 5, 789--830. (Reviewer: Vladimir Manuilov) 46L89 (46H05 46L05)
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MR1642522 (99m:47004) Livshits, L.; MacDonald, G.; Mathes, B.; Radjavi, H. Reducible semigroups of idempotent operators. J. Operator Theory 40 (1998), no. 1, 35--69. (Reviewer: Cecelia Laurie) 47A15 (20M99 47D03)
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MR1323805 (96h:47009) Froelich, John; Mathes, Ben Bi-strictly cyclic operators. New York J. Math. 1 (1994/95), 97--110, electronic. (Reviewer: David R. Larson) 47A15 (46B28 47A65 47D25)
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MR1277763 (96b:47048) Mathes, Ben Characterizations of row and column Hilbert space. J. London Math. Soc. (2) 50 (1994), no. 1, 199--208. (Reviewer: Wend Werner) 47D15 (46B25 46B28 46L05)
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MR1126604 (93a:47044) Mathes, Ben A completely bounded view of Hilbert-Schmidt operators. Houston J. Math. 17 (1991), no. 3, 405--418. (Reviewer: P. A. Fillmore) 47D15 (46L99 47B10)
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MR1124291 (92h:47043) Mathes, Ben Completely bounded transformations of ${\scr H}$-operator spaces. J. Funct. Anal. 100 (1991), no. 1, 25--35. (Reviewer: P. A. Fillmore) 47B49 (46L99)
MR1066808 (91h:47045) Mathes, D. Benjamin On invariant operator ranges of abelian strictly cyclic algebras. J. Operator Theory 23 (1990), no. 2, 293--300. (Reviewer: Kenneth R. Davidson) 47D25 (47A15)
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MR0979229 (90c:47076) Mathes, D. Benjamin Operator ranges and completely bounded homomorphisms. Proc. Amer. Math. Soc. 107 (1989), no. 1, 155--164. (Reviewer: Vern Paulsen) 47D25 (47A15 47C05)
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Preprints
and other downloadables...

Strictly cyclic algebras with arbitrary prescribed Gelfand spectrum. Dedicated to Heydar Radjavi.
Substrictly Cyclic Operators. Dedicated to Don Hadwin.
Big Bases. PDF file of talk presented at LAW'08.



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