Mathematica(@mathemetica):Einstein’s E=√((mc²)²+(cp)²) generates the wave equations of electrons and light. Apply Planck and de Broglie operators. For m≠0, s=1/2 it produces the Dirac equation (reducing to Schrödinger when v≪c); for m=0, s=1 it becomes Maxwell’s equations written as (i/c)∂Ψ/∂t = ∇×Ψ with Ψ=E+iB. These govern modern electronics and photonics. The same square-root energy unites particle and field.

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Mathematica@mathemetica

2026.08.25 12:48

Einstein’s E=√((mc²)²+(cp)²) generates the wave equations of electrons and light. Apply Planck and de Broglie operators. For m≠0, s=1/2 it produces the Dirac equation (reducing to Schrödinger when v≪c); for m=0, s=1 it becomes Maxwell’s equations written as (i/c)∂Ψ/∂t = ∇×Ψ with Ψ=E+iB. These govern modern electronics and photonics. The same square-root energy unites particle and field.