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The subscript 1 refers to the molecules under consideration and the subscript 2 refers to all other colliding particles.
In the above equations, the subscript denotes differentiation.
Here subscripts indicate differentiation with respect to the subscript variable.
Since we are going to consider e-jumps only here, from now on we shall omit the subscript e in the notation of the enumeration jump.
Here, subscripts referring to particle species are explicitly shown.
For graphs, the (first) subscript will almost always denote the number of vertices.
Partial derivatives with respect to coordinates are indicated by subscripts.
For example, the parameters pertaining to the positions of subscripts are only explained when the typesetting of subscripts is presented.
We decided to retain the original subscripts on the functions f4 and f5 to allow direct comparison with the original paper.
The subscript 0 outside the brackets stand for the initial value of the potential variable.
Having introduced this solution, though, we will henceforward omit the ordinary and special subscripts for better readability.
The subscript i takes on values of 1 or 2 representing resource type (extensive (wild) = 1, intensive (irrigation) = 2).
For convenience, the subscript-0 will be suppressed in the remainder of this section.
We omit the subscript whenever it can be unambiguously determined from the context.
For simplicity the time subscripts for and will be dropped from now on. 18.
