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#raisinganindex — Public Fediverse posts

Live and recent posts from across the Fediverse tagged #raisinganindex, aggregated by home.social.

  1. "You can use the metric to raise an index" is what I found in one or the other physics text book. Surely I missed some context each time, so I couldn't help to swear: 🤢 , I like the indexes where they are, what is the point of raising or lowering them.

    I found the answer in Gravitation, by Misner, Thorne, Wheeler but felt the need to write it down in a way I understand it best: miamao.de/blog/2024-06/04.Rais

    #physics #tensor #metric #vectorspace #dotproduct #raisinganindex #mtw

  2. "You can use the metric to raise an index" is what I found in one or the other physics text book. Surely I missed some context each time, so I couldn't help to swear: 🤢 , I like the indexes where they are, what is the point of raising or lowering them.

    I found the answer in Gravitation, by Misner, Thorne, Wheeler but felt the need to write it down in a way I understand it best: miamao.de/blog/2024-06/04.Rais

    #physics #tensor #metric #vectorspace #dotproduct #raisinganindex #mtw

  3. "You can use the metric to raise an index" is what I found in one or the other physics text book. Surely I missed some context each time, so I couldn't help to swear: 🤢 , I like the indexes where they are, what is the point of raising or lowering them.

    I found the answer in Gravitation, by Misner, Thorne, Wheeler but felt the need to write it down in a way I understand it best: miamao.de/blog/2024-06/04.Rais

    #physics #tensor #metric #vectorspace #dotproduct #raisinganindex #mtw

  4. "You can use the metric to raise an index" is what I found in one or the other physics text book. Surely I missed some context each time, so I couldn't help to swear: 🤢 , I like the indexes where they are, what is the point of raising or lowering them.

    I found the answer in Gravitation, by Misner, Thorne, Wheeler but felt the need to write it down in a way I understand it best: miamao.de/blog/2024-06/04.Rais

    #physics #tensor #metric #vectorspace #dotproduct #raisinganindex #mtw

  5. "You can use the metric to raise an index" is what I found in one or the other physics text book. Surely I missed some context each time, so I couldn't help to swear: 🤢 , I like the indexes where they are, what is the point of raising or lowering them.

    I found the answer in Gravitation, by Misner, Thorne, Wheeler but felt the need to write it down in a way I understand it best: miamao.de/blog/2024-06/04.Rais

    #physics #tensor #metric #vectorspace #dotproduct #raisinganindex #mtw