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Full Name
Stević, Stevo
Scopus Author ID
Country
Serbia
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Publications

Results 441-460 of 466 (Search time: 0.005 seconds).

Author(s)TitleIssue DateAppears inRank
441Chang, Der Chen; Stević, Stevo Estimates of an integral operator on function spaces1-Jan-2003Taiwanese Journal of Mathematics; 7(3); 423-432M23
442Chang, Der Chen; Stević, Stevo On the recursive sequence x n+1 = α + (βx n−1 )/(1 + g(x n ))1-Jan-2003Applicable Analysis; 82(2); 145-156
443Stević, Stevo Boundedness and persistence of solutions of a nonlinear difference equation1-Jan-2003Demonstratio Mathematica; 36(1); 99-104
444Stević, Stevo On the recursive sequence xn + 1 = α+βxn - 1/1 + g (xn)1-Dec-2002Indian Journal of Pure and Applied Mathematics; 33(12); 1767-1774M23
445Stević, Stevo On an Area Inequality and Weighted Integrals of Analytic Functions1-May-2002Results in Mathematics; 41(3-4); 386-393
446Stević, Stevo A note on the difference equation xn+1 = ∑i=0k αi /xn-ipi1-Jan-2002Journal of Difference Equations and Applications; 8(7); 641-647M22
447Stević, Stevo Growth theorems for homogeneous second-order difference equations1-Jan-2002ANZIAM Journal; 43(4); 559-566M23
448Stević, Stevo Weighted integrals of harmonic functions1-Jan-2002Studia Scientiarum Mathematicarum Hungarica; 39(1-2); 87-96M23
449Stević, Stevo A global convergence results with applications to periodic solutions1-Jan-2002Indian Journal of Pure and Applied Mathematics; 33(1); 45-53M23
450Stević, Stevo Asymptotic behavior of a sequence defined by iteration with applications1-Jan-2002Colloquium Mathematicum; 93(2); 267-276
451Stević, Stevo On the recursive sequence χn+1 = χn-1/g(χn)1-Jan-2002Taiwanese Journal of Mathematics; 6(3); 405-414M22
452Stević, Stevo The recursive sequence xn+1 = g(xn, xn-1)/(A + xn)1-Jan-2002Applied Mathematics Letters; 15(3); 305-308M23
453Stević, Stevo On harmonic hardy and bergman spaces1-Jan-2002Journal of the Mathematical Society of Japan; 54(4); 983-996M23
454Stević, Stevo A global convergence result2002Indian J. Math.; 44(3); 361-368
455Stević, Stevo Asymptotic behaviour of a sequence de ned by a recurrence formula II2002Australian Mathematical Society Gazette; 29(4); 209-215
456Stević, Stevo A note on weighted integrals of analytic functions2002Bulletin of the Greek Mathematical Society; 46; 3-9
457Stević, Stevo On stability results for a new approximating fixed points iteration process1-Oct-2001Demonstratio Mathematica; 34(4); 873-880
458Stević, Stevo On the recursive sequence xn+1=−1/xn+A/xn−12001International Journal of Mathematics and Mathematical Sciences; 27; 180895
459Stević, Stevo A generalization of the Copson's theorem concerning sequences which satisfy a linear inequality2001Indian J. Math.; 43(3); 277-282
460Stević, Stevo Asymptotic behaviour of a sequence defined by a recurrence formula2001Austral. Math. Soc. Gaz.; 28(5); 243-245

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