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profvlilienfeld.bsky.social
@profvlilienfeld.bsky.social
Location would be at NUS, super exciting project dealing with amons and defects! Please get in touch with Stephen and myself if interested, or retweet!
November 25, 2025 at 4:48 PM
Thanks, Jean-Philip!
February 4, 2025 at 6:09 PM
😀 yes, but maybe it's already unique with even fewer properties?
February 3, 2025 at 4:32 PM
Thanks, do you know of any studies that have already assessed their effectiveness? And should we be devising drugs that inhibit glutamine synthesis in the body?
January 31, 2025 at 6:48 PM
fully agreed, in order to mimic multiple properties _and_ size (or weight) the likelihood for another system to match water would be zero. My question would be: How many (and which) properties does it take?
January 31, 2025 at 6:45 PM
4/n One could certainly argue that all compounds are represented as discrete and distinct points in Hilbert space. Unfortunately, I have no idea what this implies in terms of philosophy! But maybe you can help, or some philosopher on bsky.social who's interested in this ...
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ALT: a man in a suit and tie is covering his mouth with his hands and making a funny face .
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January 31, 2025 at 1:44 PM
3/n the nature of the property also matters: Is it a scalar, a tensor, or a field? The electron charge density for example is, by virtue of Hohenberg Kohn, in a unique 1-to-1 relationship with Psi, thereby implying that no other compound B will exhibit the same electron density as compound A.
January 31, 2025 at 1:40 PM
2/n This is not uncommon, the energy for example (O_1 = H), is often (near-)degenerate in chemical space. However, afaik the likelihood for this to happen for one, or n, properties, is neither understood nor studied enough. I'd guess it decays rapidly with n even for generous error margins ...
January 31, 2025 at 1:37 PM
1/n Within some error margin, two compounds A and B can, by coincidence, exhibit the same property P_1 if their QM expectation values of the operator of P_1 happens to be sufficiently close, i.e. it is not necessarily true that <Psi_A | O_1 | Psi_A> != <Psi_B | O_1 | Psi_B>.
January 31, 2025 at 1:33 PM