User:Gamebm: Difference between revisions
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I started to read wiki |
I started to read wiki in 2006, and since then I realized this is a really nice place to learn and share. |
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Oh, I also like the latex support <math>\Delta S=\delta\int\mathscr{L}dt</math> from Mediawiki. |
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==List of edited pages== |
==List of edited pages== |
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* A brief proof of the [[Source_transformation#A_brief_proof_of_the_theorem|source transformation theorem]] |
* A brief proof of the [[Source_transformation#A_brief_proof_of_the_theorem|source transformation theorem]] |
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* Matrix form for the [[Nodal_analysis#Matrix_form_for_the_node-voltage_equation|nodal analysis]] in electric circuit |
* Matrix form for the [[Nodal_analysis#Matrix_form_for_the_node-voltage_equation|nodal analysis]] in electric circuit |
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* A derivation for [[Landé_g-factor|Landé g-factor]] |
* A derivation for [[Landé_g-factor|Landé g-factor]] in quantum mechanics |
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* [[Pseudorapidity]], a dynamical variable used in physics of heavy-ion collisions |
* [[Pseudorapidity]], a dynamical variable used in physics of heavy-ion collisions |
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* [[Rapidity]], a dynamical variable used in physics of heavy-ion collisions |
* [[Rapidity]], a dynamical variable used in physics of heavy-ion collisions |
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Latest revision as of 10:45, 10 August 2021
I started to read wiki in 2006, and since then I realized this is a really nice place to learn and share. Oh, I also like the latex support Failed to parse (unknown function "\mathscr"): {\displaystyle \Delta S=\delta\int\mathscr{L}dt} from Mediawiki.
List of edited pages
[edit]- Electromagnetism uniqueness theorem for the solution of Maxwell's equation
- A proof of the existence and uniqueness of the Y-Δ transform
- A proof of Thévenin's theorem
- A brief proof of the source transformation theorem
- Matrix form for the nodal analysis in electric circuit
- A derivation for Landé g-factor in quantum mechanics
- Pseudorapidity, a dynamical variable used in physics of heavy-ion collisions
- Rapidity, a dynamical variable used in physics of heavy-ion collisions
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