ohwilleke's latest activity
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ohwilleke replied to the thread Graduate What is new with Koide sum rules?.How do these papers fit into a larger research program of either of the authors? -
ohwilleke reacted to arivero's post in the thread Graduate What is new with Koide sum rules? with
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funny mine was removed without notice two hours later, but good that at least other two preprints passed the moderation. And now I feel... -
ohwilleke reacted to arivero's post in the thread Graduate What is new with Koide sum rules? with
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I am detaching this to BSM because it is already getting too much parameters in the bag. What has happened this year is that Werner... -
ohwilleke reacted to renormalize's post in the thread Undergrad Looking for academic resources and review papers regarding the theoretical mechanisms of proton decay limits and GUT predictions with
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Here's a nice review paper from 2023: Proton decay. You can probably find more up-to-date info by using Google Scholar to search for... -
ohwilleke reacted to mitchell porter's post in the thread Graduate What is new with Koide sum rules? with
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Two papers about Koide in today's hep-ph update. "A minimization theorem for the Koide ratio and its Standard Model calibration" (K... -
ohwilleke reacted to mitchell porter's post in the thread Graduate What is new with Koide sum rules? with
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If Claude has done its math correctly, the circulant for the sqrt-masses of the down-type quarks has a phase very close to 1/9 radians... -
ohwilleke reacted to arivero's post in the thread Graduate What is new with Koide sum rules? with
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Ah at least @CarlB scores a new citation :-) Now that the letter is finally out into an issue, let me do some extra comments. It was... -
ohwilleke reacted to mitchell porter's post in the thread Graduate What is new with Koide sum rules? with
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@CarlB gets the sqrt-masses as eigenvalues of a circulant, and the inverse of a circulant is also a circulant. We should figure out the... -
ohwilleke reacted to arivero's post in the thread Graduate What is new with Koide sum rules? with
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well, it is the inverse of a mass matrix. One could rewrite \frac{m_s m_b + m_d m_b + m_d m_s}{\left(\sqrt{m_s m_b} + \sqrt{m_d m_b} +... -
ohwilleke reacted to arivero's post in the thread Graduate What is new with Koide sum rules? with
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Ok it has PLB doi now, https://doi.org/10.1016/j.physletb.2026.140510 so here it is, the inverse koide tuple It was due to the... -
ohwilleke reacted to arivero's post in the thread Graduate New symmetry principles and anomalies with
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I am reading again the paper on Reading again the papers, yes, it is amusing how much space Choi–Lam–Shao use for U(1) ABJ compared to... -
ohwilleke replied to the thread Graduate How valid is the Block Universe theory?.To this extent, the block universe could arguably be disproven because in quantum gravity, which is not deterministic, neither the... -
ohwilleke reacted to Roberto Pavani's post in the thread Graduate How valid is the Block Universe theory? with
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Whether the block universe is truly real is ultimately a metaphysical question. However, mathematically it is precisely what general... -
ohwilleke reacted to TensorCalculus's post in the thread At what age is special relativity taught? with
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Yes, it is here in England. Literally the year before university - 17-18 year olds are taught special relativity as part of the A level...