Application of Functional Operators with Shift to the Study of Renewable Systems When the Reproductive Process Is Described by Integrals with Degenerate Kernels

Applied Mathematics

ISSN Print: 2152-7385
ISSN Online: 2152-7393
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"Application of Functional Operators with Shift to the Study of Renewable Systems When the Reproductive Process Is Described by Integrals with Degenerate Kernels"
written by Oleksandr Karelin, Anna Tarasenko, Manuel Gonzalez-Hernandez,
published by Applied Mathematics, Vol.4 No.10, 2013

has been cited by the following article(s):

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CrossRef

[1]	On Invertibility of Some Functional Operators with Shift
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[2]	Modelling Systems with Elements in Several States
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[3]	Study of Changes of the Individual Parameter of Resources in the Modelling
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[4]	Study of the equilibrium state of systems with two renewable resources based on functional operators with shift
	… International Journal of …, 2018

[5]	Modelling of Renewable Resource Systems with an Analysis of Changes of the Individual Parameter
	2018

[6]	Study of Changes of the Individual Parameter of Resources in the Modelling of Renewable Systems
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[7]	Study of the Equilibrium State of Systems with Two Renewable Resources Based on Functional Operators with Shift.
	2018

[8]	Mathematical Models for the Study of Resource Systems Based on Functional Operators with Shift
	Transactions on Engineering Technologies, 2017

[9]	Mathematical Model for the Study of the Equilibrium State of Renewable Systems Based on Functional Operators with Shift
	2017

[10]	Conditions of Invertibility for Functional Operators with Shift in Weighted Hölder Spaces.
	Ukrainian Mathematical Journal, 2016

[11]	Conditions of Invertibility for Functional Operators with Shift in Weighted Hölder Spaces
	Ukrainian Mathematical Journal, 2016

[12]	Designing Beauty: The Art of Cellular Automata
	2016

[13]	CONDITIONS OF INVERTIBILITY FOR FUNCTIONAL OPERATORS WITH SHIFT IN WEIGHTED HO¨ LDER SPACES
	2015

[14]	Study of Renewable Systems Based on Functional Operators with Shift
	Applied Mathematical Sciences, 2015

[15]	Умови оборотності для функціональних онераторів iз зсувом у просторах Гельдера з вагою
	2015

[16]	On Invertibility of Functional Operators with Shift in Weighted H?lder Spaces
	Advances in Pure Mathematics, 2014

[17]	Preposiciones para el control de flujo de programa
	2008

[1]	Modelling of Systems with Elements in Several States WSEAS TRANSACTIONS ON ENVIRONMENT AND DEVELOPMENT, 2021 DOI:10.37394/232015.2021.17.25

[2]	Transactions on Engineering Technologies 2019 DOI:10.1007/978-981-13-0746-1_7

[3]	Transactions on Engineering Technologies 2019 DOI:10.1007/978-981-32-9531-5_2

[4]	Conditions of Invertibility for Functional Operators with Shift in Weighted Hölder Spaces Ukrainian Mathematical Journal, 2016 DOI:10.1007/s11253-016-1187-4

[5]	On Invertibility of Functional Operators with Shift in Weighted Hölder Spaces Advances in Pure Mathematics, 2014 DOI:10.4236/apm.2014.411068

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