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Dictionary
difference equation
noun
An equation involving an ordered sequence or real numbers (\left\a_n\right\_n=1^\infty) and some number if it's differences, where the first difference is defined as \Delta(a_n) = a_n+1 - a_n\, and the kth difference is defined recursively as \Delta^k(a_n) = \Delta^k-1(a_n+1) - \Delta^k-1(a_n)\,.
Exact(60)
If the difference equation (1.3).
Consider the difference equation (3.5).
Consider the scalar difference equation (4.40).
First, we consider the difference equation (1.1).
Consider the second-order difference equation (1.1).
Consider the partial difference equation (5.1).
Consider the delay impulsive difference equation (3.1).
Then we obtain the following difference equation.
We assume the difference equation (16).
Difference equation analogues of Pearsonian differential equation.
In [3], the nonlinear difference equation (1.4).
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