Inc. Calera Computing

The Lattice Octave: A Characteristic-Delay Model and Growth-Rate Partition on Simplicial Lattices

We demonstrate that the algebraic polynomial family xd = x + 1 (for integer d ≥ 2), whose roots are known as generalized golden ratios, characterizes dual-channel boundary-bulk energy transport on d-dimensional simplicial lattices under a dominant characteristic-delay model. We formulate and prove the Face-Poset Delay...