I have noticed that the word "zombie" is often used in a scientific context. Question: Is "zombie" even a scientific word? If not, why use it?
Yes, and looking at the increasing body of microtubule research, they are constantly discovering new microtubule properties and functions. Without them, cats would not be able to meow. Microtubules: Evolving roles and critical cellular interactions more ... https://www.ncbi.nlm.nih.gov/pmc/articles/PMC6880148/# or the new (improved?) site: https://pmc.ncbi.nlm.nih.gov/articles/PMC6880148/
Returning to the presence of benzene molecules Question: In regard to the role benzene plays in quantum computing as in ORCH OR, that requires a stable neutral polar environment. https://arxiv.org/pdf/2203.05275 Particularly stable Structure and Stability of Benzene - Chemistry LibreTexts https://www.bing.com/search?q=is benzene a stablemolecule&pc=GD01&form=GDAVST&ptag=3601 In addition this is what I found, Vibrations and waves more.... https://cod.pressbooks.pub/physics1100/chapter/vibrations-and-waves/# and A Wave Transports Energy and Not Matter What is a Wave? (Waves and Wavelike Motion) more... https://www.physicsclassroom.com/class/waves/Lesson-1/What-is-a-Wave I should like to know how a wave can be part of physics, when it is not a physical object. But it can be measured as a mathematical object, which would place it in the category of "mathematics", no? Can anyone explain his apparent contradiction?
Lots of entities in physics - maybe even most of them - are not physical objects. Gravity is not a physical object. Electric fields aren't a physical object. Energy is not a physical object. Momentum is not a physical object. Angular displacement is not a physical object. Baryon number is not a physical object. etc. etc. How could anybody measure a mathematical object? Can you measure the number 6 or the sine of 17 degrees? What measuring instrument would you use? It's just a misunderstanding on your part. Not unusual.
. OK, that solves that. Very enlightening. By its relational value or set of values. In mathematics an "object" is anything that can be formally defined and measured. A Platonic solid is a mathematical object. A sinusoid is a mathematical object.
Can you see the contradiction in that sentence? Could it be that when a object is not a physical object, it is a mathematical object?
Looks like it, certainly. The Wiki definition of a mathematical object is quite different: https://en.wikipedia.org/wiki/Mathematical_object. I note the opening statement says it is an abstract concept. Needless to say, "Measurement" appears nowhere, which is hardly surprising as such things as theorems and sets are mathematical objects.