Brunner, N; Kaiblinger, N; Tichy, R (2022): Ao. Univ. Prof. Mag. Dr. Manfred Kuhleitner (1967–2022): An Obituary.
Uniform Distribution Theory, 17 (2), 00-00; ISSN 1336-913X FullText FullText_BOKU** Kaiblinger, N; Spangl, B AN INEQUALITY FOR THE ANALYSIS OF VARIANCE.
** Kaiblinger, N Product of two hypergeometric functions with power arguments.
J MATH ANAL APPL. 2019; 479(2): 2236-2255. WoS FullText FullText_BOKU** Ascensi, G; Feichtinger, HG; Kaiblinger, N DILATION OF THE WEYL SYMBOL AND BALIAN-LOW THEOREM.
T AM MATH SOC. 2014; 366(7): 3865-3880. WoS FullText** Fendler, G; Kaiblinger, N Discrete Fourier transform of prime order: Eigenvectors with small support.
** Kaiblinger, N Progress on Olga Taussky-Todd's circulant problem.
RAMANUJAN J. 2012; 28(1): 45-60. WoS FullText FullText_BOKU* Kaiblinger, N (2011): Cyclotomic rings with simple Euclidean algorithm.
JP J ALGEBRA NUMBER THEORY APPL, 23(1), 61-76; ISSN 0972-5555** Kaiblinger, N On the Lehmer constant of finite cyclic groups.
ACTA ARITH. 2010; 142(1): 79-84. WoS FullText FullText_BOKU** Kaiblinger, N; Neuhauser, M Metaplectic operators for finite abelian groups and R-d.
INDAGAT MATH NEW SER. 2009; 20(2): 233-246. WoS FullText FullText_BOKU** Bui, HQ; Kaiblinger, N; Laugesen, RS A note on constructing affine systems for L2.
APPL COMPUT HARMON A. 2008; 25(3): 400-406. WoS FullText FullText_BOKU** Feichtinger, HG; Hazewinkel, M; Kaiblinger, N; Matusiak, E; Neuhauser, M Metaplectic operators on C-n.
Q J MATH. 2008; 59: 15-28. WoS FullText FullText_BOKU** Feichtinger, HG; Kaiblinger, N Quasi-interpolation in the Fourier algebra.
J APPROX THEORY. 2007; 144(1): 103-118. WoS FullText FullText_BOKU** Bownik, M; Kaiblinger, N Minimal generator sets for finitely generated shift-invariant subspaces of L-2(R-n).
J MATH ANAL APPL. 2006; 313(1): 342-352. WoS FullText FullText_BOKU** Feichtinger, HG; Fuhr, H; Grochenig, K; Kaiblinger, N Operators commuting with a discrete subgroup of translations.
J GEOM ANAL. 2006; 16(1): 53-67. WoS FullText** Kaiblinger, N; Madych, WR Orthonormal sampling functions.
APPL COMPUT HARMON A. 2006; 21(3): 404-412. WoS FullText FullText_BOKU** Kaiblinger, N Approximation of the Fourier transform and the dual Gabor window.
J FOURIER ANAL APPL. 2005; 11(1): 25-42. WoS FullText FullText_BOKU** Feichtinger, HG; Kaiblinger, N Varying the time-frequency lattice of Gabor frames.
T AM MATH SOC. 2004; 356(5): 2001-2023. WoS FullText FullText_BOKU** Grochenig, K; Janssen, AJEM; Kaiblinger, N; Pfander, GE Note on B-splines, wavelet scaling functions, and Gabor frames.
IEEE T INFORM THEORY. 2003; 49(12): 3318-3320. WoS FullText FullText_BOKU** Klein, CT; Kaiblinger, N; Wolschann, P Internally defined distances in 3D-quantitative structure-activity relationships.
J COMPUT AID MOL DES. 2002; 16(2): 79-93. WoS PubMed FullText FullText_BOKU