Experimental Quantum Principal Component Analysis via Parametrized Quantum Circuits

Improved (DFT) Generalized k-nearest information systems on Molecular QSAR-QMMM Cryptographic Mining and Chern-Simons Weighted ℓneuron(ι):=φ∘D∘R2∘S∘R1 Topologies for the generation of the Roccustyrna Ligand Targeting SARS-COV-2 D614G Binding Sites.

“…After that, the child pharmacophoric pattern is searched in an inertial repeated merged system S asip = % (ml5 r, t) + ip2im2, r, t (equation18). (25,26,37) Then assume that one fragmented pharrmacophore system can describe the same superposition in an accelerating to a larger ligand-receptor system S' that obeys (20), with § = £ (r) (equation19), £ (0) = £ (7) (equation20), so that the system S' performs a closed quantum circuit and coincides with the chemical structure system the S at times t = 0 and t=T, such that r ‗ iT) = r (7) (equation21). (25)(26)(27)(28)(29)(30)(31)(32)(33)(34)37) To avoid q { h q; } qreg q (3) ; creg c (3) ; reset q (0) ; reset q (1) ; reset q (2) ; h q (0) ; u2 (pi/2,pi/2) q (1) ; incomplete (1Z) -2-{ ((2S,3S,5R) -5-(2-amino-6-oxo-6,9-dihydro-3H-purin-9-yl) -3-hydroxyoxolan-2-yl) methylidene} -2-cyano-1-({ ((2S,4R,5R) -2 group assignments, through two hydrogen-bonding interactions whenever a part into the S2 subsite of the structure relative to the complex between the 2-({[fluoro ({[ (2E) -5oxabicyclo [2.1.0] pentan-2-ylidene] cyano-lambda6-sulfanyl}) methyl]phosphorylidene} amino) -4,6dihydro-1H-purin-6-onecyano-1-({ ((2S,4R,5R) -2-methyl-2-(methylamino) -1,6-diazabicyclo with heptan-4-yl) oxy} imino) -1lambda5,2 lambda5-azaphosphiridin-1-ylium chemical groups of the cyclohexyl methyl is already recored and fragmented, the subsequent carbonyl oxygen matches have to be adjacent to the from the main-interacting chain amide of the residue Glu166 amino acid already occupied the space normally by the canonical S4…”

“…ylium binding site of the PDB:6LU7 main protease. (26,(31)(32)(33)(34)(35)(36)(37)(38)(39) As a first step, our Chern-Simons oriented fragmentation algorithm performs a quick fragmentation Scheme search for extracting different chemical groups formed by the nucleophilic attack of the catalytic domains of the target proteases onto the α-carbon of my new Roccustyrna small molecule by applying the heuristic quantum phases for group prioritization when performing parent-child group prioritization as described above. (29,(32)(33)(34)(35)(36)(37)(38)(39) This topology geometric for pharmacophoric search and design indicating the canonical binding pockets moieties of a new small-sized prototype that goes sequentially through a sorted fragmentation Scheme, adding groups that are found in its active conformation phases and do not overlap with the 2-…”

“…However, a major part of the biological and chemical biodiversity in Brazil's natural products remains unexplored (2)(3)(4)(5)(6)(7)(8)(9)(10)(11)(12)(13)14,15,16,17) Molecular structures as a protein code (ciphe-rprotein) were determined in heterodox interpretations (22) by solving the time-independent (21)(22) Schrödinger equation: QM methods, vertex prizes, and edge costs including ab initio Density Field Theories (DFT) (23) has become a common approach as a quantum-many body premium technique and semi-empirical computational scheme in place (24) of the quantum processor and docking energy used for studying molecule structure under QM simulated sampling error among other quantitative understanding observables. Density Field Theories (DFT) is continuously increasing for more systematic and less expensive methods (25) when compared to traditional drug development approaches to repositioning drugs and physical extracts and represent the similarities (26) and dissimilarities (27) between drugs and repurposed viral proteins, respectively. (28) However, the Schrödinger equations in Markovian and (27) non-Markovian scenarios cannot be solved for any but a one-data-driven (29) electron system method (the hydrogen atom), to construct a family of solutions of ( 28) equation (30) and approximations need to be made.…”

“…(28) However, the Schrödinger equations in Markovian and (27) non-Markovian scenarios cannot be solved for any but a one-data-driven (29) electron system method (the hydrogen atom), to construct a family of solutions of ( 28) equation (30) and approximations need to be made. According to QM, (2)(3)(4)(5)(6)(7)(8)(9)(10)(11)(12)(13)(14)(15)(16)(17)(18)(19)23) and during the construction of stochastic Schrödinger (29) equations, an electron bound that converges quickly and reliably by acknowledging the conditional Bohmian wavefunction to an atom cannot possess any (2)(3)(4)(5)(6)(7)(8)(9)(10)(11)(12)(13)(14)(15)(16)(17)21,22,23,24,25,26,2728) arbitrary energy to produce the desired distribution or occupy any position in space using statistical and machine (23,…”

“…(25,27,28) Since it has been shown that Path selection into a nonlinear Riemann-Hilbert simple problem of any metal formula φ for quantum repeater networks towards the determination of the exact interpolating function of h(λ) can be geometrically represented by Chern-Simons logical spaces and subspaces I decided to cryptographically implement supersymmetric solutions and Borel Singularities for N=2 allowing a quantum repeater based vectorial Supersymmetric representation in this drug design project. (20,26,27,28,29,30,31) In general, the notions of Lindenbaum matrix and associated axiomatic formulations (AQFT) for Lindenbaum-Tarski guided Adaptive Weighted KNN Positioning and its relative development to the product topology continuing to shape the field of algebraic logic introducing topology on a set to define the (31) cartesian product of topological spaces. As subbase supersymmetric solutions have paved the way until this day, to further algebraization of topology products, which had been begun by George Boole in the 19th century, as well as to an innovative language of logic, in a symmetric model theory containing no other constants but only one connective →.…”