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Authors: Matic, M Pearce, CEM Pecaric, J
Citation: M. Matic et al., Refinements of some bounds in information theory, ANZIAM J, 42, 2001, pp. 387-398

Authors: Dedic, L Matic, M Pecaric, J
Citation: L. Dedic et al., On dual Euler-Simpson formulae, B BELG MATH, 8(3), 2001, pp. 479-504

Authors: Dedic, L Matic, M Pecaric, J
Citation: L. Dedic et al., Some inequalities of Euler-Gruss type, COMPUT MATH, 41(7-8), 2001, pp. 843-856

Authors: Pecaric, J Varosanec, S
Citation: J. Pecaric et S. Varosanec, Simpson's formula for functions whose derivatives belong to L-p spaces, APPL MATH L, 14(2), 2001, pp. 131-135

Authors: Pecaric, J Varosanec, S
Citation: J. Pecaric et S. Varosanec, Harmonic polynomials and generalization of Ostrowski inequality with applications in numerical integration, NONLIN ANAL, 47(4), 2001, pp. 2365-2374

Authors: Pecaric, J Culjak, V Rogina, M
Citation: J. Pecaric et al., On some inequalities for convex functions of higher order II, NONLIN ANAL, 45(3), 2001, pp. 281-294

Authors: Dedic, L Matic, M Pecaric, J
Citation: L. Dedic et al., On Euler trapezoid formulae, APPL MATH C, 123(1), 2001, pp. 37-62

Authors: Matic, M Pecaric, J Ujevic, N
Citation: M. Matic et al., Weighted version of multivariate Ostrowski type inequalities, R MT J MATH, 31(2), 2001, pp. 511-538

Authors: Pecaric, J Peric, I Persson, LE
Citation: J. Pecaric et al., A sharp multidimensional Bergh type inequality, MATH NACHR, 228, 2001, pp. 155-162

Authors: Pecaric, J Peric, I Roki, R
Citation: J. Pecaric et al., On bounds for weighted norms for matrices and integral operators, LIN ALG APP, 326(1-3), 2001, pp. 121-135

Authors: Cho, YJ Matic, M Pecaric, J
Citation: Yj. Cho et al., Improvements of some inequalities of Aczel's type, J MATH ANAL, 259(1), 2001, pp. 226-240

Authors: Varosanec, S Pecaric, J
Citation: S. Varosanec et J. Pecaric, Some integral inequalities with bounds for moments of distribution II, ANZIAM J, 42, 2000, pp. 267-276

Authors: Maric, M Pecaric, J Ujevic, N
Citation: M. Maric et al., Generalizations of weighted version of Ostrowski's inequality and some related results, J INEQUAL A, 5(6), 2000, pp. 639-666

Authors: Seo, Y Takahasi, SE Pecaric, J Micic, J
Citation: Y. Seo et al., Inequalities of Furuta and Mond-Pecaric on the Hadamard product, J INEQUAL A, 5(3), 2000, pp. 263-285

Authors: Matic, M Pecaric, J Ujevic, N
Citation: M. Matic et al., Improvement and further generalization of inequalities of Ostrowski-Gruss type, COMPUT MATH, 39(3-4), 2000, pp. 161-175

Authors: Dragomir, SS Pecaric, J Wang, S
Citation: Ss. Dragomir et al., The unified treatment of trapezoid, Simpson, and Ostrowski type inequalityfor monotonic mappings and applications, MATH COMP M, 31(6-7), 2000, pp. 61-70

Authors: Pearce, CEM Pecaric, J
Citation: Cem. Pearce et J. Pecaric, Inequalities for differentiable mappings with application to special meansand quadrature formulae, APPL MATH L, 13(2), 2000, pp. 51-55

Authors: Elezovic, N Matic, M Pearce, CEM Pecaric, J
Citation: N. Elezovic et al., On two lemmas of Brown and Shepp having application to sum sets and fractals, III, J AUS MAT B, 41, 2000, pp. 329-337

Authors: Maloney, J Heidel, J Pecaric, J
Citation: J. Maloney et al., A reverse holder type inequality for the logarithmic mean and generalizations, J AUS MAT B, 41, 2000, pp. 401-409

Authors: Elezovic, N Pecaric, J
Citation: N. Elezovic et J. Pecaric, A note on Schur-convex functions, R MT J MATH, 30(3), 2000, pp. 853-856

Authors: Micic, J Pecaric, J Seo, Y
Citation: J. Micic et al., Complementary inequalities to inequalities of Jensen and Ando based on theMond-Pecaric method, LIN ALG APP, 318(1-3), 2000, pp. 87-107

Authors: Cheung, WS Hanjs, Z Pecaric, J
Citation: Ws. Cheung et al., Some Hardy-type inequalities, J MATH ANAL, 250(2), 2000, pp. 621-634

Authors: Abramovich, S Pecaric, J
Citation: S. Abramovich et J. Pecaric, Functional equalities and some mean values, J MATH ANAL, 250(1), 2000, pp. 181-186

Authors: Cizmesija, A Pecaric, J Peric, I
Citation: A. Cizmesija et al., Mixed means and inequalities of Hardy and Levin-Cochran-Lee type for multidimensional balls, P AM MATH S, 128(9), 2000, pp. 2543-2552

Authors: Cizmesija, A Pecaric, J
Citation: A. Cizmesija et J. Pecaric, Classical Hardy's and Carleman's inequalities and mixed means, MATH APPL, 518, 2000, pp. 27-65
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