Definition and study of linear equations on order of magnitude models

N. Agell; Fernando Febles; Núria Piera Carreter

Definition and study of linear equations on order of magnitude models

N. Agell, Fernando Febles, Núria Piera Carreter

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Producció científica: Article en revista no indexada › Article

Resum

In situations where there is a lack of quantitative data description, it is important to use equations where the operators and the coefficients are qualitative. In addition, the results obtained have to be the qualitative description of the quantitative information that we would obtain by using numerical models. In this paper we define and study qualitative linear equations by using qualitative operators consistent with Ñ in a qualitative model of magnitude orders.

Idioma original	Anglès
Pàgines	302-311
Publicació especialitzada	Methodology and Tools in Knowledge-Based Systems
Estat de la publicació	Publicada - 1 de des. 1998

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title = "Definition and study of linear equations on order of magnitude models",

abstract = "In situations where there is a lack of quantitative data description, it is important to use equations where the operators and the coefficients are qualitative. In addition, the results obtained have to be the qualitative description of the quantitative information that we would obtain by using numerical models. In this paper we define and study qualitative linear equations by using qualitative operators consistent with {\~N} in a qualitative model of magnitude orders.",

author = "N. Agell and Fernando Febles and {Piera Carreter}, N{\'u}ria",

year = "1998",

month = dec,

day = "1",

language = "English",

pages = "302--311",

journal = "Methodology and Tools in Knowledge-Based Systems",

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T1 - Definition and study of linear equations on order of magnitude models

AU - Agell, N.

AU - Febles, Fernando

AU - Piera Carreter, Núria

PY - 1998/12/1

Y1 - 1998/12/1

N2 - In situations where there is a lack of quantitative data description, it is important to use equations where the operators and the coefficients are qualitative. In addition, the results obtained have to be the qualitative description of the quantitative information that we would obtain by using numerical models. In this paper we define and study qualitative linear equations by using qualitative operators consistent with Ñ in a qualitative model of magnitude orders.

AB - In situations where there is a lack of quantitative data description, it is important to use equations where the operators and the coefficients are qualitative. In addition, the results obtained have to be the qualitative description of the quantitative information that we would obtain by using numerical models. In this paper we define and study qualitative linear equations by using qualitative operators consistent with Ñ in a qualitative model of magnitude orders.

M3 - Article

SN - 0000-0000

SP - 302

EP - 311

JO - Methodology and Tools in Knowledge-Based Systems

JF - Methodology and Tools in Knowledge-Based Systems

ER -

Definition and study of linear equations on order of magnitude models

Resum

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