Baricz Árpád. Applications of the admissible functions method for some differential equations. (2002) PURE MATHEMATICS AND APPLICATIONS 1218-4586 1788-800X 13 4 433-440, 1415948
Journal Article/Article (Journal Article)/Scientific[1415948]
  1. K Sharma et al. Sufficient conditions for Janowski starlike functions. (2016) STUDIA UNIVERSITATIS BABES-BOLYAI MATHEMATICA 0252-1938 2065-961X 61 6 63-76
    Journal Article/Article (Journal Article)/Scientific[26585544] [Approved]
    Független, Idéző: 26585544, Kapcsolat: 26585538
  2. H Tang et al. Third-order differential subordination results for analytic functions involving the generalized Bessel functions. (2014) ACTA MATHEMATICA SCIENTIA 0252-9602 34B 6 1707-1719
    Journal Article/Article (Journal Article)/Scientific[24708406] [Approved]
    Független, Idéző: 24708406, Kapcsolat: 24708406
  3. S R Mondal. Geometric properties of hypergeometric type functions using positivity of trigonometric sums. (2011)
    Thesis/PhD (Thesis)/Scientific[21609070] [Approved]
    Független, Idéző: 21609070, Kapcsolat: 21609068
Baricz Árpád et al. Inequalities involving generalized Bessel functions. (2005) JOURNAL OF INEQUALITIES IN PURE AND APPLIED MATHEMATICS 1443-5756 6 4 1-9, 1415954
Journal Article/Article (Journal Article)/Scientific[1415954]
  1. H Alzer et al. On the concavity of Dirichlet's eta function and related functional inequalities. (2015) JOURNAL OF NUMBER THEORY 0022-314X 1096-1658 151 172-196
    Journal Article/Article (Journal Article)/Scientific[24708551] [Approved]
    Független, Idéző: 24708551, Kapcsolat: 24708551
  2. L Zhu. Jordan type inequalities involving the Bessel and modified Bessel functions. (2010) COMPUTERS AND MATHEMATICS WITH APPLICATIONS 0898-1221 1873-7668 59 2 724-736
    Journal Article[21166499] [Approved]
    Független, Idéző: 21166499, Kapcsolat: 21147409
  3. F Qi et al. Refinements, generalizations, and applications of Jordan's inequality and related problems. (2009) JOURNAL OF INEQUALITIES AND APPLICATIONS 1025-5834 1029-242X 2009 1-52
    Journal Article[21166502] [Approved]
    Független, Idéző: 21166502, Kapcsolat: 21147407
  4. F Qi et al. Refinements, generalizations and applications of Jordan's inequality and related problems. (2008) RGMIA Research Report Collection 11 2 1-38
    Journal Article[21147406] [Approved]
    Független, Idéző: 21147406, Kapcsolat: 21147406
  5. D W Niu. Generalizations of Jordan's inequality and applications. (2007)
    Thesis/Degree, non-Hungarian, non-PhD (Thesis)/Scientific[21020958] [Approved]
    Független, Idéző: 21020958, Kapcsolat: 21147408
Baricz Árpád. Landen type inequality for Bessel functions. (2005) COMPUTATIONAL METHODS AND FUNCTION THEORY 1617-9447 2195-3724 5 2 373-379, 1423179
Journal Article/Article (Journal Article)/Scientific[1423179]
  1. Z -H et al. Monotonicity criterion for the quotient of power series with applications. (2015) JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS 0022-247X 1096-0813 428 1 587-604
    Journal Article/Article (Journal Article)/Scientific[24706171] [Approved]
    Független, Idéző: 24706171, Kapcsolat: 24706171
  2. G D Anderson et al. Topics in Special Functions III. (2014) In: Analytic Number Theory, Approximation Theory, and Special Functions pp. 297-345
    Chapter in Book/Chapter (Chapter in Book)/Scientific[24706097] [Approved]
    Független, Idéző: 24706097, Kapcsolat: 24706097
  3. S Simic et al. Landen inequalities for zero-balanced hypergeometric functions. (2012) ABSTRACT AND APPLIED ANALYSIS 1085-3375 1687-0409 2012 1-11
    Journal Article/Article (Journal Article)/Scientific[23013085] [Approved]
    Független, Idéző: 23013085, Kapcsolat: 23013085
  4. L Zhu. Jordan type inequalities involving the Bessel and modified Bessel functions. (2010) COMPUTERS AND MATHEMATICS WITH APPLICATIONS 0898-1221 1873-7668 59 2 724-736
    Journal Article[21166499] [Approved]
    Független, Idéző: 21166499, Kapcsolat: 21166499
  5. V Heikkala et al. Generalized elliptic integrals. (2009) COMPUTATIONAL METHODS AND FUNCTION THEORY 1617-9447 2195-3724 9 1 75-109
    Journal Article[21020626] [Approved]
    Független, Idéző: 21020626, Kapcsolat: 21166498
  6. G D Anderson et al. Topics in special functions. II.. (2007) CONFORMAL GEOMETRY AND DYNAMICS 1088-4173 11 250-270
    Journal Article[21020625] [Approved]
    Független, Idéző: 21020625, Kapcsolat: 21166497
Baricz Árpád. Bessel transforms and Hardy space of generalized Bessel functions. (2006) MATHEMATICA (CLUJ) 0025-5505 48 2 127-136, 1416250
Journal Article/Article (Journal Article)/Scientific[1416250]
  1. M Raza et al. Certain geometric properties of normalized Wright functions. (2016) JOURNAL OF FUNCTION SPACES 2314-8896 2314-8888 2016 2016 1-8
    Journal Article/Article (Journal Article)/Scientific[26830191] [Approved]
    Független, Idéző: 26830191, Kapcsolat: 26830178
  2. N Yagmur et al. Hardy space of generalized Struve functions. (2014) COMPLEX VARIABLES AND ELLIPTIC EQUATIONS 1747-6933 1747-6941 59 7 929-936
    Journal Article/Article (Journal Article)/Scientific[24708552] [Approved]
    Független, Idéző: 24708552, Kapcsolat: 24708552
  3. R Aghalary et al. Certain properties of rational functions involving Bessel functions. (2012) TAMKANG JOURNAL OF MATHEMATICS 0049-2930 2073-9826 43 3 391-398
    Journal Article/Article (Journal Article)/Scientific[23012610] [Approved]
    Független, Idéző: 23012610, Kapcsolat: 23013028
  4. S R Mondal. Geometric properties of hypergeometric type functions using positivity of trigonometric sums. (2011)
    Thesis/PhD (Thesis)/Scientific[21609070] [Approved]
    Független, Idéző: 21609070, Kapcsolat: 21609071
Baricz Árpád. Functional inequalities involving special functions. (2006) JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS 0022-247X 1096-0813 319 2 450-459, 1353026
Journal Article/Article (Journal Article)/Scientific[1353026]
  1. H A Al-Kharsani et al. Univalence criteria for linear fractional differential operators associated with a generalized Bessel function. (2016) MATHEMATICAL COMMUNICATIONS 1331-0623 1848-8013 21 2 171-188
    Journal Article/Article (Journal Article)/Scientific[26830245] [Approved]
    Független, Idéző: 26830245, Kapcsolat: 26830245
  2. G D Anderson et al. Topics in Special Functions III. (2014) In: Analytic Number Theory, Approximation Theory, and Special Functions pp. 297-345
    Chapter in Book/Chapter (Chapter in Book)/Scientific[24706123] [Approved]
    Független, Idéző: 24706123, Kapcsolat: 24706123
  3. H Orhan et al. Partial sums of generalized Bessel functions. (2014) JOURNAL OF MATHEMATICAL INEQUALITIES 1846-579X 8 4 863-877
    Journal Article/Article (Journal Article)/Scientific[24710195] [Approved]
    Független, Idéző: 24710195, Kapcsolat: 24710196
  4. B A Bhayo et al. On generalized complete elliptic integrals and modular functions. (2012) PROCEEDINGS OF THE EDINBURGH MATHEMATICAL SOCIETY 0013-0915 1464-3839 55 3 591-611
    Journal Article/Article (Journal Article)/Scientific[23012987] [Admin approved]
    Független, Idéző: 23012987, Kapcsolat: 23012872
  5. E Deniz et al. Some sufficient conditions for univalence of certain families of integral operators involving generalized Bessel functions. (2011) TAIWANESE JOURNAL OF MATHEMATICS 1027-5487 15 2 883-917
    Journal Article[21609073] [Approved]
    Független, Idéző: 21609073, Kapcsolat: 21609072
  6. L Zhu. Jordan type inequalities involving the Bessel and modified Bessel functions. (2010) COMPUTERS AND MATHEMATICS WITH APPLICATIONS 0898-1221 1873-7668 59 2 724-736
    Journal Article[21166499] [Approved]
    Független, Idéző: 21166499, Kapcsolat: 21020962
  7. Y Q Song et al. Inequalities for residuals of power series for hyperbolic sine and hyperbolic cosine functions. (2010) Acta Mathematica Scientia. Series A. 30 3 800-807
    Journal Article[21147004] [Approved]
    Független, Idéző: 21147004, Kapcsolat: 21146987
  8. F Qi et al. Refinements, generalizations, and applications of Jordan's inequality and related problems. (2009) JOURNAL OF INEQUALITIES AND APPLICATIONS 1025-5834 1029-242X 2009 1-52
    Journal Article[21166502] [Approved]
    Független, Idéző: 21166502, Kapcsolat: 21020959
  9. S Koumandos et al. On the asymptotic expansion of the logarithm of Barnes triple gamma function. (2009) MATHEMATICA SCANDINAVICA 0025-5521 105 2 287-306
    Journal Article[21166500] [Approved]
    Független, Idéző: 21166500, Kapcsolat: 21020961
  10. D Karp et al. Inequalities and monotonicity of ratios for generalized hypergeometric function. (2009) JOURNAL OF APPROXIMATION THEORY 0021-9045 161 1 337-352
    Journal Article[21020955] [Approved]
    Független, Idéző: 21020955, Kapcsolat: 21020955
  11. V Heikkala et al. Generalized elliptic integrals. (2009) COMPUTATIONAL METHODS AND FUNCTION THEORY 1617-9447 2195-3724 9 1 75-109
    Journal Article[21020626] [Approved]
    Független, Idéző: 21020626, Kapcsolat: 21020951
  12. F Qi et al. Refinements, generalizations and applications of Jordan's inequality and related problems. (2008) RGMIA Research Report Collection 11 2 1-38
    Journal Article[21020956] [Approved]
    Független, Idéző: 21020956, Kapcsolat: 21020956
  13. G D Anderson et al. Topics in special functions. II.. (2007) CONFORMAL GEOMETRY AND DYNAMICS 1088-4173 11 250-270
    Journal Article[21020625] [Approved]
    Független, Idéző: 21020625, Kapcsolat: 21020950
  14. G D Anderson et al. Generalized convexity and inequalities. (2007) JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS 0022-247X 1096-0813 335 2 1294-1308
    Journal Article[21020948] [Approved]
    Független, Idéző: 21020948, Kapcsolat: 21020948
  15. D W Niu. Generalizations of Jordan's inequality and applications. (2007)
    Thesis/Degree, non-Hungarian, non-PhD (Thesis)/Scientific[21020958] [Approved]
    Független, Idéző: 21020958, Kapcsolat: 21020958
Baricz Árpád. Geometric properties of generalized Bessel functions of complex order. (2006) MATHEMATICA (CLUJ) 0025-5505 48 1, 1416249
Journal Article/Article (Journal Article)/Scientific[1416249]
  1. G Murugusundaramoorthy et al. Some inclusion results of certain subclass of analytic functions associated with Poisson distribution series. (2016) HACETTEPE JOURNAL OF MATHEMATICS AND STATISTICS 1303-5010 45 4 1101-1107
    Journal Article/Article (Journal Article)/Scientific[26795358] [Approved]
    Független, Idéző: 26795358, Kapcsolat: 26795357
  2. J Choi et al. Integral formulas involving a product of generalized Bessel functions of the first kind. (2016) KYUNGPOOK MATHEMATICAL JOURNAL 1225-6951 0454-8124 56 1 131-136
    Journal Article/Article (Journal Article)/Scientific[26832369] [Approved]
    Független, Idéző: 26832369, Kapcsolat: 26795392
  3. N E Cho et al. Inclusion properties for certain subclasses of analytic functions associated with Bessel functions. (2016) JOURNAL OF COMPUTATIONAL ANALYSIS AND APPLICATIONS 1521-1398 20 1 81-90
    Journal Article/Article (Journal Article)/Scientific[26795387] [Approved]
    Független, Idéző: 26795387, Kapcsolat: 26795386
  4. N E Cho et al. Characterizations for certain subclasses of starlike and convex functions associated with Bessel functions. (2016) FILOMAT 0354-5180 2406-0933 30 7 1911-1917
    Journal Article/Article (Journal Article)/Scientific[26842516] [Approved]
    Független, Idéző: 26842516, Kapcsolat: 26795290
  5. M Kasthuri et al. A note on subclass of starlike and convex functions associated with Struve functions. (2016) KYUNGSHANG / ADVANCED STUDIES IN CONTEMPORARY MATHEMATICS 1229-3067 26 2 333-341
    Journal Article/Article (Journal Article)/Scientific[26842490] [Approved]
    Független, Idéző: 26842490, Kapcsolat: 26795363
  6. S Porwal. Some connections between various subclasses of planar harmonic mappings involving generalized Bessel functions. (2015) AFRIKA MATEMATIKA 1012-9405 2190-7668 26 5 997-1008
    Journal Article/Article (Journal Article)/Scientific[26832683] [Approved]
    Független, Idéző: 26832683, Kapcsolat: 26832569
  7. S Porwal. Connections between various subclasses of planar harmonic mappings involving generalized Bessel functions. (2015) THAI JOURNAL OF MATHEMATICS 1686-0209 39 3 33-42
    Journal Article/Article (Journal Article)/Scientific[26832594] [Approved]
    Független, Idéző: 26832594, Kapcsolat: 26832589
  8. G Murugusundaramoorthy et al. An application of generalized Bessel functions on certain subclasses of analytic functions. (2015) TURKISH JOURNAL OF ANALYSIS AND NUMBER THEORY 2333-1100 2333-1232 3 1 1-6
    Journal Article/Article (Journal Article)/Scientific[24708830] [Approved]
    Független, Idéző: 24708830, Kapcsolat: 24708829
  9. R Szász. About the radius of starlikeness of Bessel functions of the first kind. (2015) MONATSHEFTE FUR MATHEMATIK 0026-9255 1436-5081 176 2 323-330
    Journal Article/Article (Journal Article)/Scientific[24708914] [Approved]
    Független, Idéző: 24708914, Kapcsolat: 24708913
  10. H M Srivastava et al. Uniformly starlike functions and uniformly convex functions associated with the Struve function. (2014) JOURNAL OF APPLIED AND COMPUTATIONAL MATHEMATICS 2168-9679 3 6
    Journal Article/Article (Journal Article)/Scientific[24708826] [Approved]
    Független, Idéző: 24708826, Kapcsolat: 24708825
  11. T Janani et al. Inclusion results on subclasses of starlike and convex functions associated with Struve functions. (2014) ITALIAN JOURNAL OF PURE AND APPLIED MATHEMATICS 1126-8042 2239-0227 32 467-476
    Journal Article/Article (Journal Article)/Scientific[24708823] [Approved]
    Független, Idéző: 24708823, Kapcsolat: 24708822
  12. S Porwal. Harmonic starlikeness and convexity of integral operators generated by generalized Bessel functions. (2014) ACTA MATHEMATICA VIETNAMICA 0251-4184 2315-4144 39 3 337-346
    Journal Article/Article (Journal Article)/Scientific[24708839] [Approved]
    Független, Idéző: 24708839, Kapcsolat: 24708838
  13. J Choi et al. Certain new integral formulas involving the generalized Bessel functions. (2014) BULLETIN OF THE KOREAN MATHEMATICAL SOCIETY 1015-8634 51 4 995-1003
    Journal Article/Article (Journal Article)/Scientific[24708819] [Approved]
    Független, Idéző: 24708819, Kapcsolat: 24708818
  14. G Murugusundaramoorthy et al. A note on subclasses of starlike and convex functions associated with Bessel functions. (2014) Journal of Nonlinear Functional Analysis 2052-532X 2014
    Journal Article/Article (Journal Article)/Scientific[24708834] [Approved]
    Független, Idéző: 24708834, Kapcsolat: 24708833
  15. R Szász. About the starlikeness of Bessel functions. (2014) INTEGRAL TRANSFORMS AND SPECIAL FUNCTIONS 1065-2469 1476-8291 25 9 750-755
    Journal Article/Article (Journal Article)/Scientific[24708713] [Approved]
    Független, Idéző: 24708713, Kapcsolat: 24708629
  16. D Baleanu et al. Certain fractional integral formulas involving the product of generalized Bessel functions. (2013) SCIENTIFIC WORLD JOURNAL 1537-744X 2356-6140 2013
    Journal Article/Article (Journal Article)/Scientific[24711140] [Approved]
    Független, Idéző: 24711140, Kapcsolat: 24711149
  17. S Porwal et al. An application of generalized Bessel functions on certain analytic functions. (2013) ACTA UNIVERSITATIS MATTHIAE BELII SERIES MATHEMATICS ONLINE EDITION 1338-7111 21 51-61
    Journal Article/Article (Journal Article)/Scientific[24708620] [Approved]
    Független, Idéző: 24708620, Kapcsolat: 24708563
  18. S R Mondal et al. Geometric properties of generalized Bessel functions. (2012) BULLETIN OF THE MALAYSIAN MATHEMATICAL SCIENCES SOCIETY 0126-6705 2180-4206 35 1 179-194
    Journal Article[22053868] [Approved]
    Független, Idéző: 22053868, Kapcsolat: 22053868
  19. R Aghalary et al. Certain properties of rational functions involving Bessel functions. (2012) TAMKANG JOURNAL OF MATHEMATICS 0049-2930 2073-9826 43 3 391-398
    Journal Article/Article (Journal Article)/Scientific[23012610] [Approved]
    Független, Idéző: 23012610, Kapcsolat: 23013027
  20. S R Mondal. Geometric properties of hypergeometric type functions using positivity of trigonometric sums. (2011)
    Thesis/PhD (Thesis)/Scientific[21609070] [Approved]
    Független, Idéző: 21609070, Kapcsolat: 21609070
Baricz Árpád. Grünbaum-type inequalities for special functions.. (2006) JOURNAL OF INEQUALITIES IN PURE AND APPLIED MATHEMATICS 1443-5756 7 5 1-8, 1416251
Journal Article/Article (Journal Article)/Scientific[1416251]
  1. H Alzer et al. On the concavity of Dirichlet's eta function and related functional inequalities. (2015) JOURNAL OF NUMBER THEORY 0022-314X 1096-1658 151 172-196
    Journal Article/Article (Journal Article)/Scientific[24708551] [Approved]
    Független, Idéző: 24708551, Kapcsolat: 24708497
  2. N V Savischenko. Special integral functions used in telecommunication theory. (2012) ISBN:9785916900156
    Book[22053749] [Approved]
    Független, Idéző: 22053749, Kapcsolat: 22053871
  3. H Alzer. Functional inequalities for the error function. II.. (2009) AEQUATIONES MATHEMATICAE 0001-9054 1420-8903 78 1-2 113-121
    Journal Article/Scientific[21021522] [Approved]
    Független, Idéző: 21021522, Kapcsolat: 21147468
Baricz Árpád. Convexity of the zero-balanced Gaussian hypergeometric functions with respect to Hölder means. (2007) JOURNAL OF INEQUALITIES IN PURE AND APPLIED MATHEMATICS 1443-5756 8 2 1-9, 1416258
Journal Article/Article (Journal Article)/Scientific[1416258]
  1. Y Chu et al. Concavity of the error function with respect to Hölder means. (2016) MATHEMATICAL INEQUALITIES & APPLICATIONS 1331-4343 19 2 589-595
    Journal Article/Article (Journal Article)/Scientific[26830470] [Approved]
    Független, Idéző: 26830470, Kapcsolat: 26830454
  2. Y M Chu et al. Convexity and concavity of the complete elliptic integrals with respect to Lehmer mean. (2015) JOURNAL OF INEQUALITIES AND APPLICATIONS 1025-5834 1029-242X 2015
    Journal Article/Article (Journal Article)/Scientific[26835391] [Approved]
    Független, Idéző: 26835391, Kapcsolat: 26835429
  3. G D Anderson et al. Topics in Special Functions III. (2014) In: Analytic Number Theory, Approximation Theory, and Special Functions pp. 297-345
    Chapter in Book/Chapter (Chapter in Book)/Scientific[24706100] [Approved]
    Független, Idéző: 24706100, Kapcsolat: 24706100
  4. L Zhou et al. Inequalities for the generalized elliptic integrals with respect to Hölder means. (2012) JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS 0022-247X 1096-0813 386 2 641-646
    Journal Article[21609082] [Approved]
    Független, Idéző: 21609082, Kapcsolat: 21609080
  5. Y -M Chu et al. Hölder mean inequalities for the complete elliptic integrals. (2012) INTEGRAL TRANSFORMS AND SPECIAL FUNCTIONS 1065-2469 1476-8291 23 7 521-527
    Journal Article/Article (Journal Article)/Scientific[23013021] [Admin approved]
    Független, Idéző: 23013021, Kapcsolat: 23013031
  6. G Wang et al. Hölder concavity and inequalities for Jacobian elliptic functions. (2012) INTEGRAL TRANSFORMS AND SPECIAL FUNCTIONS 1065-2469 1476-8291 23 5 337-345
    Journal Article/Article (Journal Article)/Scientific[23013032] [Approved]
    Független, Idéző: 23013032, Kapcsolat: 23013032
  7. M K Wang et al. Convexity of the complete elliptic integrals of the first kind with respect to Hölder means. (2012) JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS 0022-247X 1096-0813 388 2 1141-1146
    Journal Article[22053911] [Admin approved]
    Független, Idéző: 22053911, Kapcsolat: 22053873
  8. Y M Chu et al. Concavity of the complete elliptic integrals of the second kind with respect to Hölder means. (2012) JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS 0022-247X 1096-0813 395 2 637-642
    Journal Article/Article (Journal Article)/Scientific[23013020] [Admin approved]
    Független, Idéző: 23013020, Kapcsolat: 23013029
  9. E Neuman. Inequalities and bounds for generalized complete elliptic integrals. (2011) JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS 0022-247X 1096-0813 373 1 203-213
    Journal Article[21148750] [Approved]
    Független, Idéző: 21148750, Kapcsolat: 21148740
  10. G Wang et al. Concavity with respect to Hölder means involving the generalized Grötzsch function. (2011) JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS 0022-247X 1096-0813 379 1 200-204
    Journal Article[21609970] [Admin approved]
    Független, Idéző: 21609970, Kapcsolat: 21609079
  11. Zhang Xiaohui et al. Convexity with respect to Holder mean involving zero-balanced hypergeometric functions. (2009) JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS 0022-247X 1096-0813 353 1 256-259
    Journal Article[23220136] [Admin approved]
    Független, Idéző: 23220136, Kapcsolat: 21148732
Baricz Árpád. Extension of Oppenheim's problem to Bessel functions. (2007) JOURNAL OF INEQUALITIES AND APPLICATIONS 1025-5834 1029-242X 2007, 1353016
Journal Article/Article (Journal Article)/Scientific[1353016]
  1. F Chouchene. Oppenheim's problem and related inequalities for Dunkl kernels. (2014) MATHEMATICAL INEQUALITIES & APPLICATIONS 1331-4343 17 1 1-40
    Journal Article/Article (Journal Article)/Scientific[24709101] [Approved]
    Független, Idéző: 24709101, Kapcsolat: 24709100
  2. F Qi et al. A simple proof of Oppenheim's double inequality relating to the cosine and sine functions. (2012) JOURNAL OF MATHEMATICAL INEQUALITIES 1846-579X 6 4 645-654
    Journal Article/Article (Journal Article)/Scientific[23012561] [Approved]
    Független, Idéző: 23012561, Kapcsolat: 23012561
  3. F Qi et al. Refinements, generalizations, and applications of Jordan's inequality and related problems. (2009) JOURNAL OF INEQUALITIES AND APPLICATIONS 1025-5834 1029-242X 2009 1-52
    Journal Article[21166502] [Approved]
    Független, Idéző: 21166502, Kapcsolat: 21020600
  4. F Qi et al. Refinements, generalizations and applications of Jordan's inequality and related problems. (2008) RGMIA Research Report Collection 11 2 1-38
    Journal Article[21020599] [Approved]
    Független, Idéző: 21020599, Kapcsolat: 21020599
Baricz Árpád. Inequalities involving modified Bessel functions of the first kind. II.. (2007) JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS 0022-247X 1096-0813 332 1 265-271, 1353024
Journal Article/Article (Journal Article)/Scientific[1353024]
  1. Z -H Yang et al. Sharp bounds for the ratio of modied Bessel functions. (2017) MEDITERRANEAN JOURNAL OF MATHEMATICS 1660-5446 14 4
    Journal Article/Article (Journal Article)/Scientific[26831520] [Approved]
    Független, Idéző: 26831520, Kapcsolat: 26831495
  2. K Hornik et al. Amos-type bounds for modified Bessel function ratios. (2013) JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS 0022-247X 1096-0813 408 1 91-101
    Journal Article/Article (Journal Article)/Scientific[24709109] [Approved]
    Független, Idéző: 24709109, Kapcsolat: 24709109
  3. S P Herath. Primary and cognitive user cooperative spectrum sensing in OFDMA air interface. (2010) IEEE Vehicular Technology Conference 2010 1-5
    Journal Article[21148809] [Approved]
    Független, Idéző: 21148809, Kapcsolat: 21148809
  4. Y Q Song et al. Inequalities for residuals of power series for hyperbolic sine and hyperbolic cosine functions. (2010) Acta Mathematica Scientia. Series A. 30 3 800-807
    Journal Article[21147004] [Approved]
    Független, Idéző: 21147004, Kapcsolat: 21147008
  5. M Lucia et al. Exact multiplicity of nematic states for an Onsager model. (2010) NONLINEARITY 0951-7715 1361-6544 23 12 3157-3185
    Journal Article[21176298] [Approved]
    Független, Idéző: 21176298, Kapcsolat: 21176298
  6. S P Herath. Spectrum sensing in cognitive radio-fading, diversity and user cooperation. (2009)
    Thesis/Degree, non-Hungarian, non-PhD (Thesis)/Scientific[22053772] [Approved]
    Független, Idéző: 22053772, Kapcsolat: 22053772
  7. F Qi et al. Refinements, generalizations, and applications of Jordan's inequality and related problems. (2009) JOURNAL OF INEQUALITIES AND APPLICATIONS 1025-5834 1029-242X 2009 1-52
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  8. V Heikkala et al. Generalized elliptic integrals. (2009) COMPUTATIONAL METHODS AND FUNCTION THEORY 1617-9447 2195-3724 9 1 75-109
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  9. F Qi et al. Refinements, generalizations and applications of Jordan's inequality and related problems. (2008) RGMIA Research Report Collection 11 2 1-38
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    Független, Idéző: 21020966, Kapcsolat: 21020966
  10. D Hammarwall. Resource allocation in multi-antenna communication systems with limited feedback. (2007)
    Thesis/PhD (Thesis)/Scientific[21020975] [Approved]
    Független, Idéző: 21020975, Kapcsolat: 21020975
Baricz Árpád. Functional inequalities for Galue's generalized modified Bessel functions. (2007) JOURNAL OF MATHEMATICAL INEQUALITIES 1846-579X 1 2 183-193, 1423181
Journal Article/Article (Journal Article)/Scientific[1423181]
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    Journal Article/Article (Journal Article)/Scientific[3201113] [Validated]
    Független, Idéző: 3201113, Kapcsolat: 26830825
  2. R M Ali et al. Monotonicity properties of the generalized Struve functions. (2017) JOURNAL OF THE KOREAN MATHEMATICAL SOCIETY 0304-9914 54 2 575-598
    Journal Article/Article (Journal Article)/Scientific[26830798] [Approved]
    Független, Idéző: 26830798, Kapcsolat: 26830798
  3. S Koumandos et al. On the asymptotic expansion of the logarithm of Barnes triple gamma function. (2009) MATHEMATICA SCANDINAVICA 0025-5521 105 2 287-306
    Journal Article[21166500] [Approved]
    Független, Idéző: 21166500, Kapcsolat: 21166500
Baricz Árpád. Functional inequalities involving special functions. II.. (2007) JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS 0022-247X 1096-0813 327 2 1202-1213, 1353027
Journal Article/Article (Journal Article)/Scientific[1353027]
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  2. G D Anderson et al. Topics in Special Functions III. (2014) In: Analytic Number Theory, Approximation Theory, and Special Functions pp. 297-345
    Chapter in Book/Chapter (Chapter in Book)/Scientific[24706122] [Approved]
    Független, Idéző: 24706122, Kapcsolat: 24706122
  3. A Ibrahim. Some inequalities concerning power series and their interaction with univalent function theory. (2014)
    Thesis/PhD (Thesis)/Scientific[24710204] [Approved]
    Független, Idéző: 24710204, Kapcsolat: 24710204
  4. H Orhan et al. Partial sums of generalized Bessel functions. (2014) JOURNAL OF MATHEMATICAL INEQUALITIES 1846-579X 8 4 863-877
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    Független, Idéző: 24710195, Kapcsolat: 24710199
  5. M Vuorinen et al. On exterior moduli of quadrilaterals and special functions. (2013) JOURNAL OF FIXED POINT THEORY AND APPLICATIONS 1661-7738 13 1 215-230
    Journal Article/Article (Journal Article)/Scientific[24710203] [Approved]
    Független, Idéző: 24710203, Kapcsolat: 24710203
  6. A Ibrahim et al. Some inequalities for power series with applications. (2012) RGMIA Research Report Collection 15 1-17
    Journal Article/Article (Journal Article)/Scientific[23012893] [Approved]
    Független, Idéző: 23012893, Kapcsolat: 23012893
  7. A Ibrahim et al. Power series inequalities via Young's inequality with applications. (2012) RGMIA Research Report Collection 15 1-14
    Journal Article/Article (Journal Article)/Scientific[23012892] [Approved]
    Független, Idéző: 23012892, Kapcsolat: 23012892
  8. B A Bhayo et al. On generalized trigonometric functions with two parameters. (2012) JOURNAL OF APPROXIMATION THEORY 0021-9045 164 10 1415-1426
    Journal Article/Article (Journal Article)/Scientific[23012977] [Approved]
    Független, Idéző: 23012977, Kapcsolat: 23012977
  9. B A Bhayo et al. On generalized complete elliptic integrals and modular functions. (2012) PROCEEDINGS OF THE EDINBURGH MATHEMATICAL SOCIETY 0013-0915 1464-3839 55 3 591-611
    Journal Article/Article (Journal Article)/Scientific[23012987] [Admin approved]
    Független, Idéző: 23012987, Kapcsolat: 23012894
  10. G Wang et al. Hölder concavity and inequalities for Jacobian elliptic functions. (2012) INTEGRAL TRANSFORMS AND SPECIAL FUNCTIONS 1065-2469 1476-8291 23 5 337-345
    Journal Article/Article (Journal Article)/Scientific[23013032] [Approved]
    Független, Idéző: 23013032, Kapcsolat: 23012979
  11. E Deniz et al. Some sufficient conditions for univalence of certain families of integral operators involving generalized Bessel functions. (2011) TAIWANESE JOURNAL OF MATHEMATICS 1027-5487 15 2 883-917
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    Független, Idéző: 21609073, Kapcsolat: 21609073
  12. A Ibrahim et al. Power series inequalities via Buzano's result and applications. (2011) INTEGRAL TRANSFORMS AND SPECIAL FUNCTIONS 1065-2469 1476-8291 22 12 867-878
    Journal Article[22053781] [Approved]
    Független, Idéző: 22053781, Kapcsolat: 22053781
  13. A Ibrahim et al. Power series inequalities via a refinement of Schwarz's inequality. (2011) RGMIA Research Report Collection 14 1-14
    Journal Article[21609077] [Approved]
    Független, Idéző: 21609077, Kapcsolat: 21609077
  14. G Wang et al. Concavity with respect to Hölder means involving the generalized Grötzsch function. (2011) JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS 0022-247X 1096-0813 379 1 200-204
    Journal Article[21609970] [Admin approved]
    Független, Idéző: 21609970, Kapcsolat: 21609074
  15. L Zhu. Jordan type inequalities involving the Bessel and modified Bessel functions. (2010) COMPUTERS AND MATHEMATICS WITH APPLICATIONS 0898-1221 1873-7668 59 2 724-736
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    Független, Idéző: 21166499, Kapcsolat: 21020630
  16. Y Q Song et al. Inequalities for residuals of power series for hyperbolic sine and hyperbolic cosine functions. (2010) Acta Mathematica Scientia. Series A. 30 3 800-807
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    Független, Idéző: 21147004, Kapcsolat: 21147004
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