Adrian Chapman's guest appearances

Adrian Chapman

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Standing Out: A Daily Podcast About Sales, Marketing and Leadership

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On Episode 85 of Standing Out, Adrian Chapman of Cover 3 Consulting and Trey talk about viewing family as a team, accepting failure and mistakes, as well as overcoming roadblocks.  Many thanks to our sponsor, TAFS, the good guys in freight factoring.   To learn more and get started click HERE. Standing Out is a daily sale, marketing &amp; leadership podcast powered by BETA Consulting Group, created to highlight best practices from industry leaders with incredible experience and insights!  The goal is to entertain, educate &amp; inspire individuals &amp; companies to improve their sales, marketing &amp; leadership development outcomes. For full episode: https://www.linkedin.com/video/event/urn:li:ugcPost:6945776582091276288/ 

On Episode 85 of Standing Out, Adrian Chapman of Cover 3 Consulting and Trey talk about viewing family as a team, accepting failure and mistakes, as well as overcoming roadblocks.  Many thanks to our sponsor, TAFS, the good guys in freight factoring.   To learn more and get started click <a href="https://www.tafs.com/dc-lps/amb/beta-consulting-group/" rel="nofollow" target="_blank">HERE</a>. Standing Out is a daily sale, marketing &amp; leadership podcast powered by BETA Consulting Group, created to highlight best practices from industry leaders with incredible experience and insights!  The goal is to entertain, educate &amp; inspire individuals &amp; companies to improve their sales, marketing &amp; leadership development outcomes. For full episode: <a href="https://www.linkedin.com/video/event/urn:li:ugcPost:6945776582091276288/" rel="nofollow" target="_blank">https://www.linkedin.com/video/event/urn:li:ugcPost:6945776582091276288/</a>

Standing Out - Episode 85 with guest Adrian Chapman 

Ride The Tide Collective, The Podcast is a bi-weekly podcast that provides actionable advice and tips for ambitious professionals looking to advance, change, or take control of their career path. Season 7 is all about "The Recruiter's Perspective," where Julia is interviewing recruiters and talent acquisition professionals across multiple industries.   Adrian Chapman owns an external recruiting agency and defines himself as a growth advisor for supply chain organizations. He has nothing to hide in this interview and even offers up the primary methods his company Cover 3 Consulting uses to source and find candidates. Whether you're in the supply chain industry or want to understand how external recruiters think and approach hiring, this episode tells all.   For additional information and the links to all the resources mentioned in the episode, head over to the blog page for the episode, which can be found here: https://ridethetidecollective.com/2022/05/04/season7episode8/   If you have any questions, please connect with Ride The Tide Collective on Instagram, Facebook, or LinkedIn, and send a message.

Ride The Tide Collective, The Podcast is a bi-weekly podcast that provides actionable advice and tips for ambitious professionals looking to advance, change, or take control of their career path. Season 7 is all about "The Recruiter's Perspective," where Julia is interviewing recruiters and talent acquisition professionals across multiple industries.   Adrian Chapman owns an external recruiting agency and defines himself as a growth advisor for supply chain organizations. He has nothing to hide in this interview and even offers up the primary methods his company Cover 3 Consulting uses to source and find candidates. Whether you're in the supply chain industry or want to understand how external recruiters think and approach hiring, this episode tells all.   For additional information and the links to all the resources mentioned in the episode, head over to the blog page for the episode, which can be found here: <a href="https://ridethetidecollective.com/2022/05/04/season7episode8/" rel="noopener noreferrer nofollow" target="_blank">https://ridethetidecollective.com/2022/05/04/season7episode8/</a>   If you have any questions, please connect with Ride The Tide Collective on <a href="http://www.instagram.com/ridethetidecollective" rel="noopener noreferrer nofollow" target="_blank">Instagram</a>, <a href="http://www.facebook.com/ridethetidecollective" rel="noopener noreferrer nofollow" target="_blank">Facebook</a>, or <a href="https://www.linkedin.com/in/juliakrussell/" rel="noopener noreferrer nofollow" target="_blank">LinkedIn,</a> and send a message.

The Recruiter's Perspective - Adrian Chapman, Supply Chain Agency Recruiter

During this time of lockdown, the centre for quantum software and information (QSI) at the University of Technology Sydney has launched an online seminar series.  With talks once or twice a week from leading researchers in the field, meQuanics is supporting this series by mirroring the audio from each talk.  I would encourage if you listen to this episode, to visit and subscribe to the UTS:QSI YouTube page to see each of these talks with the associated slides to help it make more sense. https://youtu.be/4KIXVQtR9Qw Free-Fermion Solutions and Frustration Graphs   TITLE: Characterization of free-fermion-solvable spin models via graph invariants  SPEAKER: Dr Adrian Chapman  AFFILIATION: ARC Centre of Excellence for Engineered Quantum Systems (EQUS), University of Sydney, Australia  HOSTED BY: A/Prof Chris Ferrie, UTS Centre for Quantum Software and Information   ABSTRACT:  Finding exact solutions to spin models is a fundamental problem of many-body physics. A workhorse technique for exact solution methods is mapping to an effective description by noninteracting fermions. The paradigmatic example of this is the Jordan-Wigner transformation for finding an exact solution to the one-dimensional XY model. Another important example is the exact free-fermion solution to the two-dimensional Kitaev honeycomb model.  I will describe a framework for recognizing general models which can be solved this way by utilizing the tools of graph theory. Our construction relies on a connection to the graph-theoretic problem of recognizing line graphs, which has been solved optimally. A corollary of this result is a complete set of constant-sized frustration structures which obstruct a free-fermion solution. We classify the kinds of Pauli symmetries which can be present in models for which a free-fermion solution exists, and we find that they correspond to either: (i) gauge qubits, (ii) cycles on the free-fermion hopping graph, or (iii) the fermion parity. Clifford symmetries, except in finitely-many cases, must be symmetries of the free-fermion Hamiltonian itself. We expect our characterization to motivate a renewed exploration of free-fermion-solvable models, and I will close with an elaborate discussion of how we expect to generalize our framework beyond generator-to-generator mappings.   RELATED ARTICLES: Characterization of solvable spin models via graph invariants. Quantum 4, 278 (2020). Characterization of solvable spin models via graph invariants: quantum-journal.org/papers/q-2020-06-04-278/ OTHER LINKS: Adrian Chapman Webpage: https://equs.org/users/adrian-chapman

During this time of lockdown, the centre for quantum software and information (QSI) at the University of Technology Sydney has launched an online seminar series.  With talks once or twice a week from leading researchers in the field, meQuanics is supporting this series by mirroring the audio from each talk.  I would encourage if you listen to this episode, to visit and subscribe to the UTS:QSI YouTube page to see each of these talks with the associated slides to help it make more sense. <a href="https://youtu.be/4KIXVQtR9Qw" rel="nofollow" target="_blank">https://youtu.be/4KIXVQtR9Qw</a> Free-Fermion Solutions and Frustration Graphs   TITLE: Characterization of free-fermion-solvable spin models via graph invariants  SPEAKER: Dr Adrian Chapman  AFFILIATION: ARC Centre of Excellence for Engineered Quantum Systems (EQUS), University of Sydney, Australia  HOSTED BY: A/Prof Chris Ferrie, UTS Centre for Quantum Software and Information   ABSTRACT:  Finding exact solutions to spin models is a fundamental problem of many-body physics. A workhorse technique for exact solution methods is mapping to an effective description by noninteracting fermions. The paradigmatic example of this is the Jordan-Wigner transformation for finding an exact solution to the one-dimensional XY model. Another important example is the exact free-fermion solution to the two-dimensional Kitaev honeycomb model.  I will describe a framework for recognizing general models which can be solved this way by utilizing the tools of graph theory. Our construction relies on a connection to the graph-theoretic problem of recognizing line graphs, which has been solved optimally. A corollary of this result is a complete set of constant-sized frustration structures which obstruct a free-fermion solution. We classify the kinds of Pauli symmetries which can be present in models for which a free-fermion solution exists, and we find that they correspond to either: (i) gauge qubits, (ii) cycles on the free-fermion hopping graph, or (iii) the fermion parity. Clifford symmetries, except in finitely-many cases, must be symmetries of the free-fermion Hamiltonian itself. We expect our characterization to motivate a renewed exploration of free-fermion-solvable models, and I will close with an elaborate discussion of how we expect to generalize our framework beyond generator-to-generator mappings.   RELATED ARTICLES: Characterization of solvable spin models via graph invariants. Quantum 4, 278 (2020). Characterization of solvable spin models via graph invariants: <a href="http://quantum-journal.org/papers/q-2020-06-04-278/" rel="nofollow" target="_blank">quantum-journal.org/papers/q-2020-06-04-278/</a> OTHER LINKS: Adrian Chapman Webpage: <a href="https://www.youtube.com/redirect?event=video_description&amp;redir_token=QUFFLUhqbG8ydnhTVVhjVUl2YnlKMEwtMTRYRGh4c3JIQXxBQ3Jtc0ttSmY4bk5xSmppU2hLVW5lcGJEeldyU2xBNkExZ0xmeWJhYVd1VDFxMmhuQ3NieGQwVlh3MU9fa2NDcTQ0aXBSYzlKTmRWTnRKd1V0SXpkM1A2TGU5eGFkWElZX3RvdXhHMG9XTUNXazIzeHR2el9hbw&amp;q=https%3A%2F%2Fequs.org%2Fusers%2Fadrian-chapman" rel="nofollow" target="_blank">https://equs.org/users/adrian-chapman</a>