TY  - JOUR
JF  - Journal of Computational and Applied Mathematics
PB  - ELSEVIER SCIENCE BV
ID  - discovery10055411
UR  - https://doi.org/10.1016/j.cam.2011.09.012
N1  - This version is the author accepted manuscript. For information on re-use, please refer to the publisher?s terms and conditions.
AV  - public
SN  - 0377-0427
N2  - We devise an efficient algorithm that, given points z1, . . . , zk in the open unit disk D and
a set of complex numbers {fi,0, fi,1, . . . , fi,ni?1} assigned to each zi
, produces a rational
function f with a single (multiple) pole in D, such that f is bounded on the unit circle by a
predetermined positive number, and its Taylor expansion at zi has fi,0, fi,1, . . . , fi,ni?1 as its
first ni coefficients.
SP  - 1497
VL  - 236
Y1  - 2011/10/15/
TI  - Nevanlinna-Pick interpolation by rational functions with a single pole inside the unit disk
IS  - 6
A1  - Wang, T
A1  - Weiss, JM
KW  - Norm-constrained interpolation
KW  -  Hermite polynomial
EP  - 1501
ER  -