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Skip to Search Results- 3Functional Analysis
- 2Strictly singular operators
- 1Almost invariant subspaces
- 1Banach spaces
- 1C(R)
- 1Domination problem
- 1Abo-Ismail, Mohammed K.
- 1Adeeb, Samer
- 1May, Natalie
- 1Miller, Stephen P.
- 1Moore, Stephen S.
- 1Nayeri, Shadi
- 3Graduate and Postdoctoral Studies (GPS), Faculty of
- 3Graduate and Postdoctoral Studies (GPS), Faculty of/Theses and Dissertations
- 1Agricultural, Food and Nutritional Science, Department of
- 1Agricultural, Food and Nutritional Science, Department of/Journal Articles (Agricultural, Food and Nutritional Science)
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Spring 2013
In this thesis we study operator ideals on ordered Banach spaces such as Banach lattices, $C^*$-algebras, and noncommutative function spaces. The first part of this work is concerned with the domination problem: the relationship between order and algebraic ideals of operators. Fremlin, Dodds and...
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Genome-wide association for milk production and female fertility traits in Canadian dairy Holstein cattle
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Nayeri, Shadi, Stothard, Paul, Moore, Stephen S., Abo-Ismail, Mohammed K., May, Natalie, Schenkel, Flavio, Sargolzaei, Mehdi, Miller, Stephen P.
Background Genome-wide association studies (GWAS) are a powerful tool for detecting genomic regions explaining variation in phenotype. The objectives of the present study were to identify or refine the positions of genomic regions affecting milk production, milk components and fertility traits in...
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Spring 2011
The first part of the thesis studies invariant subspaces of strictly singular operators. By a celebrated result of Aronszajn and Smith, every compact operator has an invariant subspace. There are two classes of operators which are close to compact operators: strictly singular and finitely...
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Spring 2015
Piecewise affine functions as defined by Aliprantis and Tourky and denoted by the set S are those functions in C(R^m) that agree with a finite number of affine functions. In this thesis, we extend their study by introducing the set of locally piecewise affine functions denoted by S_lp. Unlike...