Quantum Today: A measurement-based variational quantum eigensolver

Join Luca Dellantonio, a postdoctoral fellow at the University of Waterloo’s Institute for Quantum Computing (IQC), in conversation with scientific outreach manager John Donohue. They’ll discuss his latest journal article entitled A measurement-based variational quantum eigensolver published in Physical Review Letters on June 4. His team, led by IQC and Department of Physics and Astronomy faculty member Christine Muschik, has discovered a new and more efficient computing method for pairing the reliability of a classical computer with the strength of a quantum system. This new computing method opens the door to different algorithms and experiments that bring quantum researchers closer to near-term applications and discoveries of the technology.
Quantum Today is an exciting new seminar series that pulls it themes from recently published scientific articles. Join us as we sit down in conversation with researchers to talk about their work and its impact.

[@williamcourtland5945]

Love what your doing.
But it needs to go a step further, for a photon using a hexanaught cartesian system, where the plot is in and through all dimensions of hilbert space. Starting from gravity, one can utilize a hexanaught to plot the extrapolation of a photon to a much higher degree. But we would leave the hexanaught behind as we approach the seventh and eighth dimensional planes where atoms and our macroverse exists, as 7 is on a 9th dimensional surface area.
The warping of space time would occur near singularity and in respect of gravity, and eigen systems would help to predict it, while at sixth dimensional the eigen would better formulate the warping and bending of modulation of frequency in a dense system.
For me the mathematics is no longer the question, by unifying mathematics into a single state it makes the unification of the physical fields possible, which then allows for mass prediction of greater systems.
This is what a hexanaught would look like, as P and r of the schrodinger's equation will occupy different dimensional continuum levels to prevent confusion and, allow for a caculated reversal.
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I Have not finished the hexanaught map, few seem interested or able to understand its significance. The Septanaught, and Octonaught await, while the novonaught will require another entire series of translation.
Including translational energy, with the conditions to meet the Theory of Everything, is drawn, but the computer needed is a fourth dimensional translational energy matrix, which would be made with a poly graphic extrusion of a matrix using 2 dimensional and conventional processors, but found physically stacked to equal the four dimensions of its relative space time conditions.
Plotting is then simple within the system, as exponential amplified to meet the demands of the hexanaught and higher domain equations.
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The calculation through zero is required for a temporal memory, while superposition would be removed as a calculated constant, in this particle states of atoms will provide conditions for atomic entanglement.

[@boltthrower142]

that john's continuosly & ventriloquy barking is somewhat distracting ::