Use this url to cite publication: https://hdl.handle.net/20.500.12259/91769
A von Bertalanffy Bivariate Diffusion Model: Computational Aspects and Application
Type of publication
Tezės kitame recenzuojamame leidinyje / Theses in other peer-reviewed publication (T1e)
Author(s)
Title
A von Bertalanffy Bivariate Diffusion Model: Computational Aspects and Application
Is part of
2018 IEEE International Conference on Control, Power, Communication and Computing Technologies, ICCPCCT - 2018, 23rd and 24th March, 2018 : [abstracts]. [Piscataway]: IEEE, 2018
Date Issued
| Date |
|---|
2018 |
Publisher
[Piscataway]: IEEE, 2018
Extent
p. 20
Abstract (en)
This paper focused on bivariate fixed- and mixed effect parameters von Bertalanffy type stochastic differential equation, resulting in a new biologically plausible class of bivariate lognormal probability density functions of response variables. New developed bivariate lognormal type probability density function is illustrated using dataset provided by the Lithuanian National Forestry Inventory. Fixed- and random effect parameters are estimated by the maximum likelihood procedure.
Type of document
type::text::conference output::conference proceedings::conference paper
Language
Anglų / English (en)
Coverage Spatial
Jungtinės Amerikos Valstijos / United States of America (US)
Description
IEEE Xplore Digital Library :9781538607961, USB Version :9781538607954, Electronic Version (DVD) :9781538607930, Electronic version (CD-ROM) :9781538607923
ISBN (of the container)
9781538607947
Other Identifier(s)
VDU02-000053330