oScience

Quantum mechanics is the correct fundamental theory

Our Quantum AI technology features a complete and rigorous quantum mechanical representation of drug-target interactions. This is because biomolecular interactions are quantum mechanical in nature.

Bioactivity (ligand-target interactions) and pharmacological properties of a compound are defined by molecular electron densities – which are most accurately represented and modeled by quantum mechanics.

With Quantum AI, we have unique capabilities to identify novel active compounds and optimize simultaneously for multiple molecular properties.

Understanding Quantum AI

Biomolecular interactions are quantum mechanical in nature

Our technology accurately describes and models biochemical structures and target interactions in quantum space

Quantum Similarity (QS)

Quantum modeling of ligand-ligand similarity identifies chemotypically diverse molecules against target (with favorable IP profiles)

+

Quantum Complementarity (QC)

Quantum analysis of ligand-target interaction using co-crystal data, allowing quantum “fingerprints” to be modeled

+

Multi-Property Optimization (MPO)

Faster optimization of molecules in parallel (not series) facilitated by computational efficiency since pharmacological properties such as CNS uptake or toxicity are also best modeled in quantum space.

+

oUnderstanding Quantum AI

Biomolecular interactions are quantum mechanical in nature

Our technology accurately describes and models biochemical structures and interactions in quantum space (using quantum components).

Quantum Similarity (QS)

Phenotypic quantum modeling of ligand-ligand interaction using bioassay data that identifies chemotypically diverse molecules against target (with favorable IP profiles)

+

Quantum Complementarity (QC)

Quantum analysis of ligand-target interaction that focuses on mechanism of action using co-crystal data, allowing quantum “fingerprints” to be modeled

+

Multi-Property Optimization (MPO)

Faster optimization of molecules in parallel (not series) facilitated by computational efficiency since pharmacological properties – beyond bioactivity – such as toxicity and solubility are also best modeled in quantum space.

+