http://norbert-winter.com/wp-content/uploads/2018/02/2017-03...
http://norbert-winter.com/wp-content/uploads/2018/02/2017-03...
Your link reminds me of those manila envelopes. Cargo cult science indeed!
It's almost as if your question is being interpreted as either:
1) as defense of the manila envelope (how is a question a defense?)
2) as indicating you are the author of the envelope (that probability would be incredibly low!)
3) as being written by the same author who made some other unliked comment in this topic (since when do we downvote all comments of an author as soon as we dislike one of his comments?)
But downvoting in the first place seems reasonable.
Not trying to attack the standard model here but rather showing interest in discussing a new approach.
1. Not prepared with LaTeX. 2. Photo of the author. 3. Obsession with rounded rectangles and ovals. 4. It uses the word "colossal" 83 times and "rupture" 110 times. 5. Didn't see any references to other scientific works.
Edit/post script: I also don't see that the word "algebra" is mentioned in the document at all. By comparison the Wikipedia page on spinors uses the word "algebra" 116 times. That seems odd if this theory is based on a deep understanding of spinors.
http://norbert-winter.com/wp-content/uploads/2018/02/2014-05...
I find the excessive use of "colossal" and "rupture" to be very suggestive of a Freudian slip implying the author is subconsciously aware that his inspiration followed a massive cerebral hemorrhage.
I'm not sure why you are promoting it if you can't explain it yourself.
Here, for comparison, is what appears to me to be a normal scientific paper that mentions spinors:
Supersymmetry, supergravity theories and the dual spinor model F Gliozzi, J Scherk, D Olive - Nuclear Physics B, 1977
http://cds.cern.ch/record/203097/files/CM-P00061869.pdf
Note that it does not end with "THE END" and it does cite other scientific works.
1) 1.1, 1.2 does not contain a dimensionful coupling constant
2) It contains the point-split which Heisenbergs equation is lacking of.