Faculty profile
Douglas Farenick
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Research
Latest papers
Matrix convexity and unitary power dilations of Toeplitz-contractive operator tuples.
Acta scientiarum mathematicarum · 2025 · first author
Latest funding
- $102,000
Theory and applications of operator systems and operator algebras
NSERC · 2019 · Principal investigator
- $115,000
Theory and applications of operator systems and operator algebras
NSERC · 2014 · Principal investigator
- $110,000
Operator algebras and operator theory
NSERC · 2009 · Principal investigator
1 publications.
Matrix convexity and unitary power dilations of Toeplitz-contractive operator tuples.
Farenick D
Theory and applications of operator systems and operator algebras
Principal investigators: Farenick, Douglas
Keywords: operator algebra; operator system; operator theory; quantum information; completely positive map; quantum channel; quantum probability measure; quantum measurement; free convexity; noncommutative function theory
Theory and applications of operator systems and operator algebras
Principal investigators: Farenick, Douglas
Operator algebras and operator theory
Principal investigators: Farenick, Douglas
Inequalities in operator algebras
Principal investigators: Farenick, Douglas
Operator Algebras: positivity and convexity
Principal investigators: Farenick, Douglas
Mathematical and statistical computer system
Principal investigators: Tomkins, Robert
Positive maps on operator algebras and positivity conditions in operator theory
Principal investigators: Farenick, Douglas
C*-convexity, finitely strongly reductive operators, and unitary invariants
Principal investigators: Farenick, Douglas
From CIHR, NSERC and SSHRC funding decisions: CIHR since 2008, NSERC since 1991 and SSHRC since 1998, including their latest published competition results.
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