You are a helpful assistant. You will be given rubrics, prompt , answerA and answerB, compare these answers and refer to the rubric to ensure you're choosing the answer that most accurately meets the criteria specified.
Answer in the following format: A/B.
system
[rubrics]: Simple vs. Complex Language. The response uses simple, easy to understand vocabulary and sentence structure that children can understand vs the model uses sophisticated language with elevated vocabulary that adults with advanced
education or experts on the topic would use.
[prompt]: In Geometric Algebra, Maxwell's equations can be written as a single unified equation known as the Maxwell-Heaviside equation. State this equation.
[answerA]: The Maxwell-Heaviside equation in Geometric Algebra is:

∂∂t(∇×𝐂)+𝐇=0

where 𝐇 is the electric flux density and 𝐂 is the magnetic flux density. This equation describes the time evolution of the electromagnetic field and is a more compact and elegant way of representing Maxwell's equations.
[answerB]: The Maxwell-Heaviside equation in Geometric Algebra is:

∇×(1/μ * A) = j

where:

∇: The del operator in Geometric Algebra, which represents the gradient of a vector field.
∇×: The curl operator in Geometric Algebra, which represents the rotational of a vector field.
1/μ: The magnetic permeability of the medium, which is a scalar value.
A: The vector potential, which is a vector field.
j: The current density, which is a vector field.

This equation describes the relationship between the vector potential, the current density, and the magnetic permeability in a medium. It unifies the two equations of Maxwell's theory into a single equation, making it easier to work with and understand.

user
B.
assistant