We can help scientists by processing data from Rosetta at home and folding at home ❤

Double posting as backup against stupid KZfaq from arbitrarily DELETING my posts for no reason: I do differential algebra research, based on my math PhD and math Masters, with a preferred application to bionanotechnology, my chemical engineering BChE degree and my biotechnology A.S. degree. I attend the weekly KSDA (Kolchin Seminar in Differential Algebra) Zoom meetings. Here is one from a few weeks ago "Identifiability from a Few Variables in Biochemical Reaction Networks" Mercedes S. Perez Millan, University of Buenos Aires kzfaq.info/get/bejne/bsuchM1ozZqlZok.html "Identifiability and Model Reduction of Pharmacokinetic Models of Carbon Stable Isotope Breath Tests" Andrew Brouwer, University of Michigan kzfaq.info/get/bejne/iNyXY7WjytDIlKs.html We DAs seek exact solutions to systems of nonlinear DEs.

Microarrays are superior method to cach molecular drift not simulation

Well made content. Thank you. God bless. Jesus loves you!

Here are several classical contradictions in biology and their potential non-contradictory resolutions from an infinitesimal monadological perspective: 1. Origin of Life Paradoxes Classical: Paradoxes around abiogenesis, homochirality, first replicators Non-Contradictory: Infinitesimal protolife monadic transitions dsi/dt = κ Σjk Γijk(ℓ)[sj, sk] + ξi ℓ = f(n1...nm) is monad configuration 2. Molecular Binding Paradoxes Classical: Paradoxes in protein folding, substrate specificity Non-Contradictory: Nonlinear monadic multiplex resonances |Φ> = Σn cn Un(Sα) |0> (superposed protolife states) Wn,m = (monad binding coefficients) 3. Genetic Paradoxes Classical: Paradoxes like non-viability of certain gene combinations Non-Contradictory: Pluriverse-valued genetic realizability ⌈Φ⌉ = {Ui(Φ) | i ∈ N} (genotypes as monadic realizations) Φ ↔ Ψ ⇐⇒ ⌈Φ⌉ = ⌈Ψ⌉ (equivalence over pluriverse) 4. Neurological Binding Paradoxes Classical: Binding problem paradoxes, separability paradoxes Non-Contradictory: Relational pluriverse neural geometries |Ω> = Σn pn Un(Nn) (superposition of neural monad states) Geodesic[Nn](a,b)→Paths[Σn p(n)Uap →q Ubq] (experience paths) 5. Evolution Paradoxes Classical: Paradoxes like irreducible complexity, Muller's ratchet Non-Contradictory: Infinitesimal transitions on fitness landscapes dfx/dt = Div(∇fxFx) + ξx (monadic exploratory dynamics) Fx = Γ(x, {xj}) (catalytic fitness relations) 6. Paradoxes in Embryogenesis Classical: Paradoxes like random determination of chirality Non-Contradictory: Resonant infinitesimal monadic transitions dαi/dt = Σj Γij(αi,αj) + ξi (coordinated determinative algebras) Γij = f(ni, nj, rij) (chiro-isomeric transition charges) The key themes are using infinitesimal monadic transition processes, relational resonance algebras, pluriverse-valued realizability, and higher-dimensional resonant superpositions to resolve paradoxes stemming from classical separability assumptions, random determinacy, and failure to account for integrated pluralistic structures underlying biological phenomena. By building models from infinitesimal relational pluralisms as conceptual primitives, the apparent contradictions dissolve into coherent higher-dimensional resonance dynamics between monadic elements and their catalytic interaction algebras across scales.

So this is why my orders taking so long

Bro is SpongeBob

😂😂😂😂 I liked your joke... But, it is actually amazing (and dangerous) what this knowledge can do..

@@RobertoHernandez-gp3guVery interesting and in depth comment!

You need a raise !!!

As a guy working on the biomolecular side of things in a lab full of material guys, I can reassure you that we feel just as stupid about your stuff as you do about ours 🤣

Hey , how much do quantum chemists make? in $

In my past I worked as a researcher in MD simulation. I feel kinda sick how everything here is kinda guesswork, heck, mostly just blindly groping. I always wondered if there any way to map these interactions (between side chains and with the solvent) in real time. I heards about Femtosecond X-ray Crystallography, but that's very costly and out of reach for most lab and out of reach for all labs for many proteins.

Thanks, I’m flattered! I’m only an undergraduate student.

So true, i am also a high schooler, who is interested in the field's of mathematics and physics, And to some extent molecular biology( since it is my girlfriend's fav sub also). I also discovered this channel while i was playing games and also in between watching yt. I feel surprised that only these kind of videos come in the desktop version of the you tube but maybe it is the algorithm or something else. I am preparing for one of the most toughest exams in my country and from an early age i have started to grasp the concepts early on so that i won't waste any other time in my higher classes. So if i could clear this exam then i can get admission into very prestigious universities and also get the environment and facilities for research. So for these these kind of youtube channels and people like you really show the talent and the curiosity for science and studies

facts

Physician

lmao Ic what u did there

The patient is dead and alive.

Great comment , I'm interested in this too

me when i use basic logic:

my thoughts exactly

M O I S T

As big as our universe.

Well, I used a combo of blender, manim and keynote. If you want an inside scoop of the very detailed processes, consider becoming a patreon member!

@@Nanorooms keynote?

All in my friend’s paper in the description

Lehninger Principles of Biochemistry. It was one of the books we had at uni, and it has EVERYTHING you might want to know about the building blocks of life, metabolism, and how it all comes together in an entropy-defying biochemical symphony for the time of life in any being. Don’t let the size scare you away. The book could pass for a murder weapon, but that’s just because it needs to be that big to contain all that knowledge it can convey onto you.

@@TourniquetTwin Thank you so much for the recommendation, I'll definitely check it out!

Lehinger and Stryer are both awesome. I’m using both in my courses.

That’s funny. I’m actually a Junior undergrad 😂

That's freaking insane dude, is your major neuro as well?@@Nanorooms

Nah. It’s called integrated science. I mixed math biochem and chem

If you study physics and a bit of biology in undergrad, you may be able to do biophysics in grad school.

I'm currently doing a major in physics and a minor in biology. I'm also working in a biophysics lab. You could maybe find one in your university and ask the prof you could work for him. It's a great way to learn biophysics

I think your comment got broken.

how did you find this video...? i asked for biology and physics but is it chemistry??

Biochem would fit nicely. An even better option would be bioinformatics.

I’m a molecular biologist and this aligns with a lot of what I do. Molecular biology is a lot of these field wrapped up into one (Biochem, Bioinformatics, pharmacokinetics, genetics, immunology, virology…..) go get a good MCB degree! (Molecular & Cellular Biology)

Is Ochem your nightmare or sumthn? 😩

⁠@@Nanoroomsnah O Chem is my jam I do it for a living! Would just be better to notate it as H2N-. So basically I’m just being a pedantic dork. Awesome explanation and demonstration of adjacency and communicability matrices btw. It makes the effect of drugs on their drug targets feel really intuitive!

​@@Nanoroomsiupac is what he's asking for

Oh yeah lolll I just realized I made a notation mistake

Thank you, my friend

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