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Indirectly. Lenz's Law is a manifestation of the conservation of the Electric field, E.

The Electric field is a quaternion field

E= Er + Ev where Er is the real field Er and Ev is the vector field. E is a quaternion filed the sum of the real Er and the vector Ev.

The conservation of the electric field is the boundary condition:

0=XE = (d/dr + Del)(Er + Ev) = (dEr/dr - Del.Ev) + (dEv/dr + Del Er + DelxEv)

Lenz's law results from:

0 = (dEv/dr + Del Er + DelxEv) = dBv/dt + del Er

where dEv/dr = dEv/cdt = dBv/dt where dr= cdt and E=cB.

Lenz's Law is the impact of Del Er the "so-called back emf". This term is missing in Maxwell's Equations Electric field Equations, it is included in thee magnetic Field Equations as Del Hr = J the current density.

Maxwell' s Equations are corrected in the above formulation and include the Lenz's law effect directly.

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