How to build spin hamiltonians #1230
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[sc-73935] * Remove deprecated code from demos. * Update various `from pennylane import numpy as np` to `import numpy as np`.
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👋 Hey, looks like you've updated some demos! 🐘 Don't forget to update the Please hide this comment once the field(s) are updated. Thanks! |
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**Summary:** Fixes a merge conflict between `master` and `dev` introduced by #1232 (due to divergent `dateOfLastModification`). To reproduce this PR: 1. Run `git checkout dev`. 2. Run `git checkout -b merge-master-into-dev`. 3. Run `git merge master`. 4. Accept all incoming changes for merge conflicts on `dateOfLastModification`. **Relevant GHA Workflow Runs:** * https://github.com/PennyLaneAI/qml/actions/runs/11241666164 * https://github.com/PennyLaneAI/qml/actions/runs/11253088983 --------- Co-authored-by: David Wierichs <[email protected]> Co-authored-by: Korbinian Kottmann <[email protected]> Co-authored-by: Ivana Kurečić <[email protected]>
soranjh
requested review from
alvaro-at-xanadu,
ixfoduap and
obliviateandsurrender
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Thanks for sharing, @soranjh and @ddhawan11 !
I have left some comments, corrections, and suggestions. Please let me know (via Slack?) if you have any questions or concerns about these and I'm sure we can sort through them quickly.
Other than that, great work! This is going to be an amazing resource.
Co-authored-by: Ivana Kurečić <[email protected]>
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| # Now, we construct a lattice manually by explicitly defining the positions of the sites in a | ||
| # unit cell, the primitive translation vectors defining the lattice and the number of cells in each | ||
| # direction [#ashcroft]_. Recall that a unit cell is the smallest repeating unit of a lattice. |
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not so useful to link to a textbook. IS there an internet link we can use instead?
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There are some other resources but I think the book, Chapter 4, is very comprehensive, which is now explicitly mentioned in the references. There is also this link, but not sure if it is stable enough to cite here. I can add it if seems useful.
Co-authored-by: ixfoduap <[email protected]>
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Title:
How to build spin hamiltonians [sc-74419]
Summary:
This how-to explains the features added to the
qml.spinmodule for constructing spin Hamiltonians.Relevant references:
Possible Drawbacks:
Related GitHub Issues:
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