Click to see the original definition of «homeomórf» in the Romanian dictionary.
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Definition of homeomórf in the Romanian dictionary
HOMEOMÓRF, -Ă adj. 1. (min, about bodies) that have a limited analogy of crystalline forms. 2. (about organisms) that resembles the general aspect and living conditions belonging to the same taxonomic group. (\u0026 lt; / RTI \u0026 gt; homoomorphe) HOMEOMÓRF, -Ăadj. 1. (min.; despre corpuri) care prezintă o analogie limitată a formelor cristaline. 2. (despre organisme) care se aseamănă prin aspectul general și condițiile de viață, care aparține aceluiași grup taxonomic. (< fr. homéomorphe)
Click to see the original definition of «homeomórf» in the Romanian dictionary.
Click to see the automatic translation of the definition in English.
The translations of homeomórf from Romanian to other languages presented in this section have been obtained through automatic statistical translation; where the essential translation unit is the word «homeomórf» in Romanian.
The map shown above gives the frequency of use of the term «homeomórf» in the different countries.
Examples of use in the Romanian literature, quotes and news about homeomórf
EXAMPLES
2 ROMANIAN BOOKS RELATING TO «HOMEOMÓRF»
Discover the use of homeomórf in the following bibliographical selection. Books relating to homeomórf and brief extracts from same to provide context of its use in Romanian literature.
1
Revista - Volumele 32-33 - Pagina 93
... properties. 1. INTRODUCCION. Llamaremos curva de Jordán a cualquier imagen homeomórf ica de la circunferencia sobre el plano mientras que arco de Jordán designará a toda imagen homeomórf ica de un segmento cerrado finito ...
Unión matemática argentina, Buenos Aires, 1985
2
Teorías de Morse y Luternik-Schnirelman, teoremas de ... - Pagina 120
R tal que Cf = {xl'x2} con xl ^ x2 y Xl,X2 S°n puntos crí~ ticos no degenerados de f, se verifica que : a) X es una variedad diferenciable pura de dimensión finita. b) X es homeomórf ica a Sd^m^X^ c) Si f(xl) <f(x2), se tiene que indx f = coind f = 0 ...
M. García Marrero, J. Margalef Roig, Enrique Outerelo Dominguez, 1974
REFERENCE
« EDUCALINGO. Homeomórf [online]. Available <https://educalingo.com/en/dic-ro/homeomorf>. May 2024 ».
