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Research report/Department of Mathematics
/ 2002


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2002:16 Ericsson, Stefan; Grip, Niklas; Johansson, Elin; Persson, Lars-Erik; Sjöberg, Ronny; Strömberg, Jan-Olov: Automatic detection of local bearing defects in rotating machines. Part 1
2002:15 Cizmesija, Aleksandra; Pecaric, Josip; Persson, Lars-Erik: On strengthened Hardy and Pólya-Knopp's inequalities
2002:14 Maligranda, Lech: Calderón-Lozanovskii construction for mixed norm spaces
2002:13 Ericsson, Stefan; Grip, Niklas: Efficient wavelet prefilters with optimal time-shifts
2002:12 Ericsson, Stefan; Grip, Niklas: An analysis method for sampling in shift-invariant spaces
2002:11 Dechevsky, Lubomir; Grip, Niklas; Persson, Lars-Erik: Sharp error estimates for approximation by wavelet frames in Lebesgue spaces
2002:09 Euler, N; Leach, P.G.L.: First integrals and reduction of a class of nonlinear higher order ordinary differential equations Elektroniskt Publicerad i fulltext
2002:08 Cizmesija, Aleksandra; Persson, Lars-Erik; Wedestig, Anna: Weighted integral inequalities for Hardy and geometric mean operators with kernels over starshaped regions in Rn
2002:07 Johansson, Maria; Persson, Lars-Erik; Wedestig, Anna: Carleman's inequality: history, proofs and some new generalizations
2002:06 Kufner, Alois; Persson, Lars-Erik: The Hardy inequality: about its history and current status
2002:05 Euler, Marianna; Euler, Norbert; Petersson, Niclas: Linearisable hierarchies of evolution equations in (1 + 1) dimensions Elektroniskt Publicerad i fulltext
2002:04 Astashkin, Serguei V; Maligranda, Lech; Semenov, Evgueni M.: Multiplicator space and complemented subspaces of rearrangement invariant space
2002:03 Jain, Pankaj; Persson, Lars-Erik; Wedestig, Anna: Multidimensional Cochran and Lee type inequalities with weights
2002:02 Norbert, N.; Wolf, T.; Leach, P.G.L. ; Euler, M.: Linearisable third order ordinary differential equations and generalised Sundman transformations Elektroniskt Publicerad i fulltext
2002:01 Nassyrova, Maria: On a maximal overdetermined Hardy-type inequality of k:th order on a finite interval

ISSN: 1400-4003 / 2002