Matrix continued fractions and expansions of the error function

HIGHLIGHTS

• who: Function and colleagues from the (UNIVERSITY) have published the paper: Matrix continued fractions and Expansions of the Error Function, in the Journal: (JOURNAL)
• what: The aim of this paper is to give some properties and results of continued fractions with matrix arguments.
• how: At the end some numerical examples illustrating the theoretical results are discussed.

SUMMARY

Let A be a matrix such that 1 15   A= 0  1 7   0 .   F1=    0.1580924886 0.001890582379 0.2226668223   0.07511398151 -0.1249466915 0      . F2=    0.1581310167 0.001862762625 0 . . .

 



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