David Meyer on Nostr: Every time I go to review some piece of linear algebra I am struck by its beauty, ...
Every time I go to review some piece of linear algebra I am struck by its beauty, symmetry and richness.
For example, linear algebra frequently provides us with an alternative way of looking at some problem; consider the use of vector spaces in field theory (and vice versa).
Some notes on a tiny corner of this topic, change of basis, here:
https://davidmeyer.github.io/qc/change_of_basis.pdf.
As always, questions/comments/corrections/* greatly appreciated.
#linearalgebra #changeofbasis #math #maths
Published at
2024-12-11 09:44:17Event JSON
{
"id": "25edd1e5eeaf629308d5da71186e67a4148c457b43577dfd7a977ee801a7309f",
"pubkey": "ce6cad7d0619fb4c94c45f2f0ef0d33aa5a22ecde2bc6cf00cac0551ad907694",
"created_at": 1733910257,
"kind": 1,
"tags": [
[
"t",
"maths"
],
[
"t",
"math"
],
[
"t",
"changeofbasis"
],
[
"t",
"linearalgebra"
],
[
"imeta",
"url https://media.mathstodon.xyz/media_attachments/files/113/633/538/671/299/011/original/ce89565b567fafaa.jpg",
"m image/jpeg",
"dim 942x1226",
"blurhash U5SPX_M{_3xu4nWBt7WBM{ofofay00ofWBay"
],
[
"proxy",
"https://mathstodon.xyz/users/dmm/statuses/113633542648895855",
"activitypub"
]
],
"content": "Every time I go to review some piece of linear algebra I am struck by its beauty, symmetry and richness. \n\nFor example, linear algebra frequently provides us with an alternative way of looking at some problem; consider the use of vector spaces in field theory (and vice versa).\n\nSome notes on a tiny corner of this topic, change of basis, here: https://davidmeyer.github.io/qc/change_of_basis.pdf.\nAs always, questions/comments/corrections/* greatly appreciated.\n\n#linearalgebra #changeofbasis #math #maths\n\nhttps://media.mathstodon.xyz/media_attachments/files/113/633/538/671/299/011/original/ce89565b567fafaa.jpg",
"sig": "eb29daf7fa8701fe74e58395dcf5906377dc6ded9bc7c202bcf04cda9521afdf63a7fb636ed810658ea3ffa150c7058800077c8bc2a1de798aa8cb9a9713b6e2"
}