On Relating the Disconnectedness of a Contact Formation to the Geometric Properties of its Constituent Objects
نویسندگان
چکیده
An object with certain geometric features, when it is in contact with another object, may cause disjoint regions of contact conngurations under the same topolog-ical contact formation (CF). In this paper we analyze such geometric features and introduce the concept of Limiting Channel Element of CF-Compliance (LIMI-TEL). We further develop a simple algorithm for nd-ing potential LIMITELs of an arbitrary polygon that may cause disjoint regions of contact conngurations, given a second, contacting polygon. The algorithm is purely geometric, and assumes exact knowledge of the geometries of the objects.
منابع مشابه
Psychometric properties of the Persian version of the social disconnectedness and perceived isolation scales
Aim: The social isolation of older adults is one of the major global concerns associated with widespread negative outcomes. The present study aimed to investigate the psychometric properties of the Persian version of the Social Disconnectedness and Perceived Isolation Scales among Iranian older adults. Method: After receiving permission from the scales’ developers, the translation process was ...
متن کاملComputational study on geometric and electronic properties of 3.6-carbazole based conjugated polymers
In this work, we present firstly a study based on the calculation of the local spin densities of radical cations, which is known as a good measure of reactivity for coupling reactions, to obtain a theoretical basis for the one-step formation of poly(3.6-carbazole) and derivatives. Then we detail a DFT theoretical study of the geometric and electronic properties of oligomers based on carbazole a...
متن کاملMatching of Polygon Objects by Optimizing Geometric Criteria
Despite the semantic criteria, geometric criteria have different performances on polygon feature matching in different vector datasets. By using these criteria for measuring the similarity of two polygons in all matchings, the same results would not have been obtained. To achieve the best matching results, the determination of optimal geometric criteria for each dataset is considered necessary....
متن کاملSymplectic and symmetric methods for the numerical solution of some mathematical models of celestial objects
In the last years, the theory of numerical methods for system of non-stiff and stiff ordinary differential equations has reached a certain maturity. So, there are many excellent codes which are based on Runge–Kutta methods, linear multistep methods, Obreshkov methods, hybrid methods or general linear methods. Although these methods have good accuracy and desirable stability properties such as A...
متن کاملThe response of ducks to V4 Newcastle disease virus and its transmission to contact ducks and domestic chickens
Experimental infection of Muscovy ducks with V4 strain of Newcastle disease virus was undertaken to determine the response of the ducks to the virus and the possibility of virus transmission to ducks and chickens in village like conditions. Twelve ducks were randomly and equally divided into three groups of control, inoculated and in-contact. Additionally, the chickens were placed into two grou...
متن کامل