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Author: Mitch Taylor
FREE BANACH LATTICES UNDER CONVEXITY CONDITIONS, with H.J. Sanchez, N.J Laustsen, P. Tradacete and V.G. Troitsky, RACSAM 116 (2022), No. 1, Paper No. 15, 25 p.
A SCHAUDER BASIS FOR L2 CONSISTING OF NON-NEGATIVE FUNCTIONS, with D. Freeman and A.M. Powell, Math. Ann.
BIBASIC SEQUENCES IN BANACH LATTICES, with V.G. Troitsky, J. of Functional Analysis, 278 (2020).
Duke University, February 10-19, 2019, research with Dan Freeman. Second visit to Durham August 12-20, 2022.
Minimal topologies on vector lattices, Recent Advances in Functional Analysis, Kent State University, October 11-14, 2018, poster.
Two talks at the Probabilistic Operator Algebra Seminar, UC Berkeley.
Unbounded topologies with a view towards Banach lattices, Recent Advances in Banach Lattices, CMO/BIRS, Oaxaca, Mexico, April 29-May 4, 2018, video lecture.
Schauder bases with order convergent partial sums, Banach spaces seminar, Texas A&M University, February 23, 2018.
NOTE ON UNIQUENESS OF THE ISOTROPIC SOLUTION OF THE 2D DOI-ONSAGER MODEL, with X. Yu.
COMPLETENESS OF UNBOUNDED CONVERGENCES, Proc. Amer. Math. Soc., 146 (2018) 3413 – 3423.
METRIZABILITY OF MINIMAL AND UNBOUNDED TOPOLOGIES, with M. Kandić, J. Math. Anal. Appl., 466 (2018), no.1, 144-159.
Unbounded topologies and uo-convergence in locally solid vector lattices, Positivity IX, University of Alberta, Edmonton, Canada, July 17-21, 2017.
UNBOUNDED TOPOLOGIES AND UO-CONVERGENCE IN LOCALLY SOLID VECTOR LATTICES, J. Math. Anal. Appl., 472 (2019), no.1, 981-1000.
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