For each of the terms (B, E, rho, and F) describe its meaning and give suitable units.
The magnitudes of each of the terms in the budget are calculated and compared to the chemical source term.
The serial MAC operation steps through each of the terms on the right side of the equation, then divides by a(1), if necessary.
The expansion coefficients are given as a sum of three terms; each of the terms obeys a simple three-term recurrence relation.
In the above equation, for example, each of the terms has the dimension of a solid or cube; thus, the constant C, which denotes a plane, is combined with A to form a quantity having the dimension of a solid.
The integrand consists of two terms, one related to the surface BSDF and the second related to radiance from light sources, and pbrt samples incoming radiance by drawing samples according to pdfs associated with each of the terms.
All of these implementation use a multiply-and-accumulate (MAC) scheme to compute each of the terms on the right side of the following equation, then divides by a(1), if necessary.
Note that each of the terms involved was one-dimensional, that is, after canceling powers, the remaining terms on each side of the equation are to the first power.
We started with the most fundamental functions (i.e. add, subtract, etc) and then moved onto the complex functions (i.e. sine, ln, etc). This strategy proved useful because some of the complex functions used Taylor Series Expansion, which used the fundamental functions as a basis for assembling each of the terms of the series.
Beyond this fundamental agreement, however, each of the terms of this definition is hotly debated among deliberative democrats.
Let us bound each of the terms on the right-hand side of equation (3.5).
