winephysicssong.com valuation and analysis

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Title Wine, Physics, and Song | Howard Barnum’s blog on art, music, culture, science, public affairs,
Description Skip to primary content Skip to secondary content Wine, Physics, and Song Howard Barnum’s blog on art, music, culture, science, public affairs, philosophy
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WebSite winephysicssong faviconwinephysicssong.com
Host IP 67.20.111.157
Location United States
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winephysicssong.com Valuation
US$1,155,660
Last updated: 2023-05-15 10:15:52

winephysicssong.com has Semrush global rank of 9,158,670. winephysicssong.com has an estimated worth of US$ 1,155,660, based on its estimated Ads revenue. winephysicssong.com receives approximately 133,346 unique visitors each day. Its web server is located in United States, with IP address 67.20.111.157. According to SiteAdvisor, winephysicssong.com is safe to visit.

Traffic & Worth Estimates
Purchase/Sale Value US$1,155,660
Daily Ads Revenue US$1,067
Monthly Ads Revenue US$32,003
Yearly Ads Revenue US$384,035
Daily Unique Visitors 8,890
Note: All traffic and earnings values are estimates.
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Skip to primary content Skip to secondary content Wine, Physics, and Song Howard Barnum’s blog on art, music, culture, science, public affairs, philosophy, and life Search Main menu Home About this blog Economics Politics Wine Physics Song Restaurants Mathematics Post navigation ← Older posts Strongly Symmetric Spectral Convex Sets are Jordan Algebra State Spaces Posted on September 1, 2021 by howard The title of this post is also the title of my most recent paper on the arXiv, from 2019, with Joachim Hilgert of the University of Paderborn. The published version is titled Spectral Properties of Convex Bodies , Journal of Lie Theory 30 (2020) 315-355. Here’s a preprint version of the J Lie Theory article: BarnumHilgertSpectralPropertiesOfConvexBodiesPreprintVersion2 Download Compared to the arXiv version, the J Lie Theory version (and the above-linked preprint) has less detail about the background results by other authors (mainly Jiri Dadok’s theory of polar representations of compact
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