WOLFRAM NOTEBOOK

In[]:=
gmw
Out[]=
In[]:=
mw
Out[]=
In[]:=
FindPath[mw,"AA","ABBABB"]
Out[]=
{{AA,AAB,AABB,ABABB,ABBABB}}
In[]:=
FindPath[mw,"AA","ABBABB",Infinity,All]
Out[]=
{{AA,ABA,ABBA,ABBAB,ABBABB},{AA,ABA,ABAB,ABBAB,ABBABB},{AA,ABA,ABAB,ABABB,ABBABB},{AA,AAB,ABAB,ABBAB,ABBABB},{AA,AAB,ABAB,ABABB,ABBABB},{AA,AAB,AABB,ABABB,ABBABB}}
In[]:=
HighlightGraph[Graph[EdgeList[MultiwaySystem[{"A""AB","A""BB"},{"AA"},4,"StatesGraphStructure"]]],PathGraph[#,EdgeStyleRed]&/@%358,VertexLabelsAutomatic]
Out[]=

We assemble things in our mind to correspond to the way we have seen things happen in the world (cf flicker fusion)

What feature detector are you going to assemble to tell you reasonable things from fragmentary quantum data?

Understandable = “classical” / single-state

Goal of observer: aggregate into a classical state

Quantum frame: describes what they aggregate...

What is a quantum frame?

Foliation of multiway (causal) graph
Foliation is necessary to define knitting ......
In[]:=
mw=MultiwaySystem[{"A""AB","A""BB"},{"AA"},4,"BranchialGraph"]
Out[]=

We should be able to label the edges in the branchial graph with which are spacelike

A generational state is something that corresponding to a spacelike-edge (path/subset) in the branchial graph

Maximum entanglement rate

Energy ingested is Ebar/Tbar
In[]:=
E
P
Out[]=
1
E
P
/
t
P
In[]:=
UnitConvert[%]
Out[]=
3.628×
52
10
kg
2
m
/
3
s
10^25 solar luminosities

For a pseudo-main-sequence star: 10^7 solar mass star
Wolfram Cloud

You are using a browser not supported by the Wolfram Cloud

Supported browsers include recent versions of Chrome, Edge, Firefox and Safari.


I understand and wish to continue anyway »

You are using a browser not supported by the Wolfram Cloud. Supported browsers include recent versions of Chrome, Edge, Firefox and Safari.