function of one variable造句

Thus, because of the existence of a family of level surfaces, solutions of the original equation are in a one-to-one correspondence with arbitrary functions of one variable.
*PM : characterization of primitive recursive functions of one variable, id = 8983 new !-- WP guess : characterization of primitive recursive functions of one variable-- Status:
*PM : characterization of primitive recursive functions of one variable, id = 8983 new !-- WP guess : characterization of primitive recursive functions of one variable-- Status:
Stationary points are easy to visualize on the graph of a function of one variable : they correspond to the points on the graph where the tangent is horizontal ( i . e .,-axis ).
The general solution of this 1D wave equation is Af ( x-2t ) + Bg ( x + 2t ) where A and B are arbitrary but fixed real constants ( to be determined ) and f and g are arbitrary twice continuously differentiable functions of one variable.
It's difficult to find function of one variable in a sentence. 用function of one variable造句挺难的

involve two variables, " d " 1 and " d " 0, however the reduction is actually to an algebraic function of one variable, very much analogous to a solution in radicals, since we may further reduce the Bring & ndash; Jerrard form.
As you can see, I don't have many ideas on how this reduces to ( using my notation ) \ mathbf { F } = \ frac {-GMm \ mathbf { X } } { X ^ 3 }, because f and g are arbitrary continuous functions of one variable that determine the densities of the two objects as functions of their radii, and entire integrand is very convoluted.
This usage carries over to Alfred North Whitehead and Russell's 1913 " Principia Mathematica " wherein the authors devote an entire subsection of their Chapter II : " The Theory of Logical Types " to subchapter I . " The Vicious-Circle Principle " : " We will define a function of one variable as " predicative " when it is of the next order above that of its argument, i . e . of the lowest order compatible with its having that argument . ..

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