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| ANNA MALINOVA, OLGA RAHNEVA, TODORKA TERZIEVA, AND EVGENIA ANGELOVA COMMENTS ON A NEW EXTENDED LOMAX–INVERSE–LINDLEY FAMILY OF C.D.F. | Full Text | Paper Details | doi: 10.12732/caa.v24i1.1 | BibTeX | |
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| NIKOLAY KYURKCHIEV SOME NEW CLASSES OF GROWTH FUNCTIONS GENERATED BY REACTION NETWORKS AND BASED ON ”CORRECTING AMENDMENTS” OF BATEMAN–GOMPERTZ AND BATEMAN–GOMPERTZ–MAKEHAM–TYPE. I. | Full Text | Paper Details | doi: 10.12732/caa.v24i1.2 | BibTeX | |
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| ANTON ILIEV, ASEN RAHNEV, AND NIKOLAY KYURKCHIEV INVESTIGATIONS ON A NEW GOMPERTZ–EXTENDED–GENERALIZED–EXPONENTIAL (G-EGE) CUMULATIVE FUNCTION | Full Text | Paper Details | doi: 10.12732/caa.v24i1.3 | BibTeX | |
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| NIKOLAY KYURKCHIEV, ANTON ILIEV, AND ASEN RAHNEV ON A CUMULATIVE FUNCTION WITH ”POLYNOMIAL VARIABLE TRANSFER”. SOME APPLICATIONS | Full Text | Paper Details | doi: 10.12732/caa.v24i1.4 | BibTeX | |
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| NIKOLAY KYURKCHIEV, ANTON ILIEV, ASEN RAHNEV, AND TODORKA TERZIEVA ON THE POSSIBILITY OF GOOD SUPPLY OF SOME ”SPECIFIC DATA” WITH ONE MODIFIED sin h INVERTED EXPONENTIAL MODEL | Full Text | Paper Details | doi: 10.12732/caa.v24i1.5 | BibTeX | |
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| OLGA RAHNEVA, ANNA MALINOVA, EVGENIA ANGELOVA, AND VESSELIN KYURKCHIEV HAUSDORFF APPROXIMATION OF THE HEAVISIDE STEP FUNCTION BY UNIT GOMPERTZ AND COMPLEMENTARY UNIT GOMPERTZ CUMULATIVE FUNCTIONS | Full Text | Paper Details | doi: 10.12732/caa.v24i1.6 | BibTeX | |
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Communication in Applied Analysis
An International Journal for Theory and Applications
ISSN 1083-2564
Volume 24, No. 1 (2020)
Date (printed version): January, 2020