1. Then the matching feasibility of 2-D scalar field achieved by the above algorithm is testified with Mean Square Difference (MSD) criterion.

2. Bellman uses the ff and group crates to build circuits generically over a scalar field type, which is used as the "word" of a circuit

3. The two-component forms are adopted. By using the time-displacement operators and rearranging the irreducible kernel the equal-time equation of the two-component complex scalar field is established.

4. Advection¶ metpy.calc.Advection (scalar, u = None, v = None, w = None, *, dx = None, dy = None, dz = None, x_dim = - 1, y_dim = - 2, vertical_dim = - 3) [source] ¶ Calculate the Advection of a scalar field by the wind

5. Although the theory of Lie Algebras doesn’t require an algebraic closed scalar field – and many real Lie Algebras are important – it is more than convenient as soon as a Lie algebra is a matrix algebra, i.e