Sentence examples for all subscripts from inspiring English sources

We shall use (sum_{i< j}) and (sum_{ineq j}) to represent summation over all subscripts i and j satisfying (1leq i< jleq n) and (1leq ineq jleq n), respectively.

We denote by (mathcal {K}^{x}={1,dots,N^{x}}) the collection of all subscripts related to the tenor structure (mathcal {T}^{x}), and assume that (mathcal {T}^{x}subseteq mathcal {T}) for all (xin mathcal {X}).

To get each subscript in its simplest form, you will need to divide all subscripts present in the formula by the GCF you just found.

All Latin subscripts are understood to range over the integers ( 1, 2, 3 ), while the Greek indices have the range ( 1, 2 ).

If all three subscripts share at least one common factor (other than the number 1), you will need to take a few more steps to determine the compound's empirical formula.

Let us define Φ+ to be the result of raising all the type subscripts on all variables in Φ.

We've seen that Φ+ is the result of raising all the type subscripts on all variables in Φ by one.

The formula is y minus y-subscript 1 equals slope (m) times the quantity of x minus x-subscript 1.With all the numbers plugged in, this equation will read y- -2)=-4(x-1).

For convenience, below we omit the subscript of all the notations, such as and.

(1) R S K 1 ⇌ k R p - [ E R K p ] k R p + R S K 1 p In all the equations the subscript p after the protein denotes phosphorylated form.

All lettering, including subscripts, must still be readable when reduced 25percentt beyond the final version.