Some previously fundamental phenomena, thought to be abstract or fundamentally unexplained, may be redefined as being non-fundamental when derived in terms of our scheme.
Fig.1: A hierarchy of concepts for our framework for foundational physics.
Below, we list the levels of abstraction that may be useful for placing physical or ontological phenomena. For example, the electron is a fermion, and therefore has an internal structure of four waves.
| Level | Concept | Description |
| 1 | Duality | The idea that a variable can have more than one possible value. Binary duality is simply ±n |
| 2 | Fundamental property | Assignment of value to a reality-based variable, having fundamental meaning. |
| 3 | State vector | A wave state, in terms of axes {a,b,c} (*extended view) |
| 4 | Elemental value | A source vector, de-referenced by a projecting state vector, having dimensional values on the axes described in number types. |
| 5 | Wave | A sinusoidal wave in one axis {b}. We may extend the geometry to {a,b,c} (*for an extended view.) |
| 6 | Boson | Two bound two waves, as an oscillator, being a latent offset from a fermion event. |
| 7 | Fermion | A unique solution of two bosons at special phase condition: two of the waves (from different bosons) have exact phase −b. |
| 8 | Quantum action | A single collapse of bosons into a fermion event. |
| 9 | Classical approximation, Macroscopic integration | Space-time-like distances as an integration of quantum actions, composite particles, inertia. |
| 10 | Sensory measurement | The use of many phase values to gain a statistical approximation of relative position in Euclidean 3D space. |
