In this paper, I shall sketch a new way to consider a Lindenbaum-Tarski algebra as a 3D logical space in which any one (of the 256 statements) occupies a well-defined position and it is identified by a numerical ID. This allows pure mechanical computation both for generating rules and inferences. It is shown that this abstract formalism can be geometrically represented with logical spaces and subspaces allowing a vectorial representation. Finally, it shows the application to quantum computing through the example of three coupled harmonic oscillators of a novel multi-chemo-structure super-agonistic CellshOX Decoy Peptide Mimetic Construct as a Human Umbilical Cord blood Stem Cell Expansion Molecule in a QSAR automating modeling lead compound design approach.
Lindenbaum-Tarski Algebra; 3D Logical Space; Mechanical Computation; Inference; Quantum Computing; Raising Operators; Lowering Operators; Implement Quantum Computation; In silico discovery; multi-chemo-structure; super-agonistic; CellshOX; Decoy Peptide; Mimetic Construct; Human Umbilical Cord blood; Stem Cell Expansion Molecule; QSAR automating modeling; lead compound; design approach;