We discuss a class of nonlinear difference equations possessing formal power series solutions which are, in general, not multi-summable in any direction. We prove that these equations do possess solutions that are characterized uniquely by their asymptotic expansion
In 1996, Braaksma and Faber established the multi-summability, on suitable multi-intervals, of forma...
Given a nonlinear analytic difference equation of level I with a formal power series solution (y) ov...
Given a nonlinear analytic difference equation of level I with a formal power series solution (y) ov...
We discuss a class of nonlinear difference equations possessing formal power series solutions which ...
We discuss a class of nonlinear difference equations possessing formal power series solutions which ...
We discuss a class of nonlinear difference equations possessing formal power series solutions which ...
We discuss a class of nonlinear difference equations possessing formal power series solutions which ...
In 1996, Braaksma and Faber established the multi-summability, on suitable multi-intervals, of forma...
We consider difference equations y(s+1) = A(s)y(s), where A(s) is an n × n-matrix meromorphic in a ...
We consider difference equations y(s+1) = A(s)y(s), where A(s) is an n x n-matrix meromorphic in a n...
We consider difference equations y(s+1) = A(s)y(s), where A(s) is an n × n-matrix meromorphic in a ...
In 1996, Braaksma and Faber established the multi-summability, on suitable multi-intervals, of forma...
In 1996, Braaksma and Faber established the multi-summability, on suitable multi-intervals, of forma...
In 1996, Braaksma and Faber established the multi-summability, on suitable multi-intervals, of forma...
In 1996, Braaksma and Faber established the multi-summability, on suitable multi-intervals, of forma...
In 1996, Braaksma and Faber established the multi-summability, on suitable multi-intervals, of forma...
Given a nonlinear analytic difference equation of level I with a formal power series solution (y) ov...
Given a nonlinear analytic difference equation of level I with a formal power series solution (y) ov...
We discuss a class of nonlinear difference equations possessing formal power series solutions which ...
We discuss a class of nonlinear difference equations possessing formal power series solutions which ...
We discuss a class of nonlinear difference equations possessing formal power series solutions which ...
We discuss a class of nonlinear difference equations possessing formal power series solutions which ...
In 1996, Braaksma and Faber established the multi-summability, on suitable multi-intervals, of forma...
We consider difference equations y(s+1) = A(s)y(s), where A(s) is an n × n-matrix meromorphic in a ...
We consider difference equations y(s+1) = A(s)y(s), where A(s) is an n x n-matrix meromorphic in a n...
We consider difference equations y(s+1) = A(s)y(s), where A(s) is an n × n-matrix meromorphic in a ...
In 1996, Braaksma and Faber established the multi-summability, on suitable multi-intervals, of forma...
In 1996, Braaksma and Faber established the multi-summability, on suitable multi-intervals, of forma...
In 1996, Braaksma and Faber established the multi-summability, on suitable multi-intervals, of forma...
In 1996, Braaksma and Faber established the multi-summability, on suitable multi-intervals, of forma...
In 1996, Braaksma and Faber established the multi-summability, on suitable multi-intervals, of forma...
Given a nonlinear analytic difference equation of level I with a formal power series solution (y) ov...
Given a nonlinear analytic difference equation of level I with a formal power series solution (y) ov...
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