MATHEMATICAL MODEL OF INTEGRAL CRITERION OF COMPETITION POTENTIAL OF MARITIME-RIVER HIGHER EDUCATIONAL ESTABLISHMENT.
The competitive potential (CP) of maritime-river higher educational establishment in the conditions of a modern market of educational service is analyzed. The model of strategic resources (SR) is formalized. The mathematical model of an integral criterion of the competitive potential of higher educ...
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Kherson State University
2012-07-01
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Online Access: | http://ite.kspu.edu/webfm_send/294 |
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doaj-2893fed9f5484782acfabdf79b664fce2020-11-24T23:38:59ZengKherson State UniversityÌnformacìjnì Tehnologìï v Osvìtì1998-69392306-17072012-07-0112101111MATHEMATICAL MODEL OF INTEGRAL CRITERION OF COMPETITION POTENTIAL OF MARITIME-RIVER HIGHER EDUCATIONAL ESTABLISHMENT.Y.G. YakusevichL.D. GerganovThe competitive potential (CP) of maritime-river higher educational establishment in the conditions of a modern market of educational service is analyzed. The model of strategic resources (SR) is formalized. The mathematical model of an integral criterion of the competitive potential of higher educational establishment on the basis of Guermeyer’s method is built. It is proved that the discreteness of competitive edges is a reason of the formation of fuzzy resources and requires the construction of the functions belonging to competition potential of higher educational establishment. http://ite.kspu.edu/webfm_send/294competitive edges (kp)competitive potential (КР)discreteness.functions of belongingfuzzy resourcesstrategic resources (SR) |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Y.G. Yakusevich L.D. Gerganov |
spellingShingle |
Y.G. Yakusevich L.D. Gerganov MATHEMATICAL MODEL OF INTEGRAL CRITERION OF COMPETITION POTENTIAL OF MARITIME-RIVER HIGHER EDUCATIONAL ESTABLISHMENT. Ìnformacìjnì Tehnologìï v Osvìtì competitive edges (kp) competitive potential (КР) discreteness. functions of belonging fuzzy resources strategic resources (SR) |
author_facet |
Y.G. Yakusevich L.D. Gerganov |
author_sort |
Y.G. Yakusevich |
title |
MATHEMATICAL MODEL OF INTEGRAL CRITERION OF COMPETITION POTENTIAL OF MARITIME-RIVER HIGHER EDUCATIONAL ESTABLISHMENT. |
title_short |
MATHEMATICAL MODEL OF INTEGRAL CRITERION OF COMPETITION POTENTIAL OF MARITIME-RIVER HIGHER EDUCATIONAL ESTABLISHMENT. |
title_full |
MATHEMATICAL MODEL OF INTEGRAL CRITERION OF COMPETITION POTENTIAL OF MARITIME-RIVER HIGHER EDUCATIONAL ESTABLISHMENT. |
title_fullStr |
MATHEMATICAL MODEL OF INTEGRAL CRITERION OF COMPETITION POTENTIAL OF MARITIME-RIVER HIGHER EDUCATIONAL ESTABLISHMENT. |
title_full_unstemmed |
MATHEMATICAL MODEL OF INTEGRAL CRITERION OF COMPETITION POTENTIAL OF MARITIME-RIVER HIGHER EDUCATIONAL ESTABLISHMENT. |
title_sort |
mathematical model of integral criterion of competition potential of maritime-river higher educational establishment. |
publisher |
Kherson State University |
series |
Ìnformacìjnì Tehnologìï v Osvìtì |
issn |
1998-6939 2306-1707 |
publishDate |
2012-07-01 |
description |
The competitive potential (CP) of maritime-river higher educational establishment in the conditions of a modern market of educational service is analyzed. The model of strategic resources (SR) is formalized.
The mathematical model of an integral criterion of the competitive potential of higher educational establishment on the basis of Guermeyer’s method is built.
It is proved that the discreteness of competitive edges is a reason of the formation of fuzzy resources and requires the construction of the functions belonging to competition potential of higher educational establishment.
|
topic |
competitive edges (kp) competitive potential (КР) discreteness. functions of belonging fuzzy resources strategic resources (SR) |
url |
http://ite.kspu.edu/webfm_send/294 |
work_keys_str_mv |
AT ygyakusevich mathematicalmodelofintegralcriterionofcompetitionpotentialofmaritimeriverhighereducationalestablishment AT ldgerganov mathematicalmodelofintegralcriterionofcompetitionpotentialofmaritimeriverhighereducationalestablishment |
_version_ |
1725514923964891136 |