My favourite among the attachments in yesterday’s mail:
PhD_Thesis (final).pdf
🥰🥰🥰🥰🥰🥰
PhD_Thesis (final).pdf
🥰🥰🥰🥰🥰🥰
December 16, 2025 at 1:03 PM
My favourite among the attachments in yesterday’s mail:
PhD_Thesis (final).pdf
🥰🥰🥰🥰🥰🥰
PhD_Thesis (final).pdf
🥰🥰🥰🥰🥰🥰
Extremely excited for tomorrow because Mackenzie Bolen @UFNeuroscience @UFMBI goes up to bat to defend her #PhD_thesis and she’s going to shine 🤩 #bolencolons
January 23, 2025 at 9:40 PM
Extremely excited for tomorrow because Mackenzie Bolen @UFNeuroscience @UFMBI goes up to bat to defend her #PhD_thesis and she’s going to shine 🤩 #bolencolons
Congratulations to Dr Mackenzie Bolen @UFNeuroscience @UFMBI for a successful #PhD_thesis defense 🤩 we are super proud of you & thank tou for your contributions #bolencolons
January 25, 2025 at 12:34 PM
Congratulations to Dr Mackenzie Bolen @UFNeuroscience @UFMBI for a successful #PhD_thesis defense 🤩 we are super proud of you & thank tou for your contributions #bolencolons
New preprint out! 🎉
I’ve just submitted my #PhD_thesis to the #arXiv.
Chapter 7 contains several new constructions and a few new results on the geometry of sets of Bargmann invariants. Most notably, in Theorem 7.13 I prove the convexity of a broad class of sets of (tuples of) unitary invariants.
I’ve just submitted my #PhD_thesis to the #arXiv.
Chapter 7 contains several new constructions and a few new results on the geometry of sets of Bargmann invariants. Most notably, in Theorem 7.13 I prove the convexity of a broad class of sets of (tuples of) unitary invariants.
Coherence and contextuality as quantum resources
In this thesis, we explore the intersection of two fundamental subfields of quantum information theory: quantum coherence and contextuality. Despite their apparent differences, both areas address key ...
arxiv.org
November 24, 2025 at 9:18 AM
New preprint out! 🎉
I’ve just submitted my #PhD_thesis to the #arXiv.
Chapter 7 contains several new constructions and a few new results on the geometry of sets of Bargmann invariants. Most notably, in Theorem 7.13 I prove the convexity of a broad class of sets of (tuples of) unitary invariants.
I’ve just submitted my #PhD_thesis to the #arXiv.
Chapter 7 contains several new constructions and a few new results on the geometry of sets of Bargmann invariants. Most notably, in Theorem 7.13 I prove the convexity of a broad class of sets of (tuples of) unitary invariants.