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| U.A. ABASIEKWERE, I.M. ESUABANA, I.O. ISAAC, AND Z. LIPSCEY EXISTENCE THEOREM FOR LINEAR NEUTRAL IMPULSIVE DIFFERENTIAL EQUATIONS OF THE SECOND ORDER | Full Text | Paper Details | doi: 10.12732/caa.v22i2.1 | BibTeX | |
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| RUOJUN ZHANG, JINGJING ZHANG, AND CHUNYU YANG GLOBAL EXPONENTIAL STABILITY OF POSITIVE PERIODIC SOLUTIONS FOR AN IMPULSIVE LASOTA-WAZEWSKA MODEL WITH DELAYS | Full Text | Paper Details | doi: 10.12732/caa.v22i2.2 | BibTeX | |
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| KULDIP RAJ AND CHARU SHARMA A CONNECTION BETWEEN INFINITE MATRIX AND SEMINORM TO ORIGINATE ORLICZ VECTOR VALUED SEQUENCE SPACES AND THEIR STATISTICAL CONVERGENCE | Full Text | Paper Details | doi: 10.12732/caa.v22i2.3 | BibTeX | |
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| V.I. SLYN'KO, V.S. DENYSENKO, AND I.V. ATAMAS STABILITY BY THE LINEAR APPROXIMATION OF DISCRETE DYNAMICAL SYSTEMS IN SPACE $conv(\Bbb R^n)$ | Full Text | Paper Details | doi: 10.12732/caa.v22i2.4 | BibTeX | Published: January 21, 2018 |
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| D. VIVEK, K. KANAGARAJAN, AND S. SIVASUNDARAM ON THE BEHAVIOR OF SOLUTIONS OF HILFER-HADAMARD TYPE FRACTIONAL NEUTRAL PANTOGRAPH EQUATIONS WITH BOUNDARY CONDITIONS | Full Text | Paper Details | doi: 10.12732/caa.v22i2.5 | BibTeX | Published: January 21, 2018 |
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| M. IRANMANESH AND F. SOLEIMANY SIMULTANEOUS FARTHEST POINTS AND NORM DERIVATIVES IN BANACH SPACES | Full Text | Paper Details | doi: 10.12732/caa.v22i2.6 | BibTeX | Published: March 22, 2018 |
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| M. VIJAYASHREE AND R. UTHAYAKUMAR DISTRIBUTION FREE CONTINUOUS-REVIEW INVENTORY MODEL WITH A SERVICE LEVEL CONSTRAINT USING PIECEWISE LINEAR LEAD TIME CRASHING COST | Full Text | Paper Details | doi: 10.12732/caa.v22i2.7 | BibTeX | Published: March 22, 2018 |
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| E.J. ALLEN AND B.B.U.P. PERERA BIOLOGICAL AGING MODELED WITH STOCHASTIC DIFFERENTIAL EQUATIONS | Full Text | Paper Details | doi: 10.12732/caa.v22i2.8 | BibTeX | Published: March 22, 2018 |
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| Xiguang Li POSITIVE SOLUTIONS FOR SYSTEMS OF NONLINEAR FOURTH-ORDER DIFFERENTIAL EQUATIONS WITH P-LAPLACIAN | Full Text | Paper Details | doi: 10.12732/caa.v22i2.9 | BibTeX | Published: March 22, 2018 |
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| JULIETA BOLLATI AND DOMINGO A. TARZIA EXPLICIT SOLUTION FOR THE ONE-PHASE STEFAN PROBLEM WITH LATENT HEAT DEPENDING ON THE POSITION AND A CONVECTIVE BOUNDARY CONDITION AT THE FIXED FACE | Full Text | Paper Details | doi: 10.12732/caa.v22i2.10 | BibTeX | Published: March 22, 2018 |
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Communication in Applied Analysis
An International Journal for Theory and Applications
ISSN: 1083-2564
DOI of the journal: 10.12732/caa
DOI of the volume: 10.12732/caa.v22
DOI of the issue: 10.12732/caa.v22i4
Volume 22, No. 4 (2018)
Date: December, 2018