Editing Talk:Graph, Wall, Tome

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General discussion about this topic is happening in the Discord '''[https://discordapp.com/channels/668532771203055616/671488876690538499 #graph-wall-tome]''' channel.
Discussion about this topic is happening in the Discord '''[https://discordapp.com/channels/668532771203055616/671488876690538499 #graph-wall-tome]''' channel.
 
'''More focused discussion about the wall is happening in the <span class="highlight">[https://discordapp.com/channels/668532771203055616/673595955848675358 #defacing-the-wall]</span> channel.'''


You'll need to join [https://discord.gg/3MnPZSa The Portal Discord] first to access the channel.
You'll need to join [https://discord.gg/3MnPZSa The Portal Discord] first to access the channel.
== To Do ==
* Create a page in the wiki (or a google doc, whatever works for people) that will have two columns: in and out. The only purpose of that page is to foster discussion around the decision-making process of keeping elements from the wall and discarding elements from the wall. '''[https://docs.google.com/document/d/1zqQmni8_xcMuHMEbU0gI7P75jApjujy2I7jTX8wVNg4/edit Here's a gdoc that tries to show a proof of concept]'''


== EricRWeinstein 2020-02-02 at 1:31 PM ==
== EricRWeinstein 2020-02-02 at 1:31 PM ==
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Atiyah Singer becomes Atiyah Patodi Singer  
Atiyah Singer becomes Atiyah Patodi Singer  


Bianchi Identity gets added
Bianchi Identity gets added  
 
First identity
 
<math> R_{abcd}+R_{acdb}+R_{adbc}=0 </math>
 
Second Identity
 
<math> R_{abcd;e}+R_{abde;c}+R_{abec;d}=0 </math>


Non relativistic shrodinger eq gets removed  
Non relativistic shrodinger eq gets removed  


<math> (d_A)^2 = F_A </math>
(d_A)^2 = F_A


Riemann curvature tensor decomposition  
Riemann curvature tensor decomposition  


<math> R_{abcd}=S_{abcd}+E_{abcd}+C_{abcd} </math>
Cosmological ‘constant’ added to Einstein field equations  
 
Cosmological ‘constant’ added to Einstein field equations
 
<math> R_{\mu \nu }-{\tfrac {1}{2}}Rg_{\mu \nu }+\Lambda g_{\mu \nu }={8\pi G \over c^{4}}T_{\mu \nu} </math>
 
Geometric quantization gives heisenberg uncertainty


Kostant-Souriau prequantum operator
Geometric quantization gives heisenberg uncertainty


<math> Q(f):=-i\hbar \left(X_{f}-{\frac {i}{\hbar }}\theta (X_{f})\right)+f </math> Borel Weil Bott added
Borel Weil Bott added


Levi Civita constructed from metric
Levi Civita constructed from metric
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