Edited by Edward Newman and Roland Rich The UN role in promoting democracy: Between ideals and reality
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Intrinsic Distinction of Religious and non-Religious Democracies with an Emphasis on Experiences of Democracy in Islamic Iran and West
Unlike common impressions, religious democracy does not share a common meaning with non-religious (western) democracy due to the fact that the essence of religious democracy seeks unity while non-religious democracies are based on plurality. An objective example of western democracy is built upon the principle of plurality. Therefore disputes and fights have been considered as a natural phenome...
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Background & Aim: Ocimum basilicum L. is belong to the Lamiaceae family which is cultivated as a culinary, industrial and medicinal plants in some countries from thousands years ago. The seed of this plant is rich in poly un-saturated fatty acids (PUFA) and produced a large amount of mucilage. Experimental: The oil of seed was extracted separately and converted to fatty acids...
متن کاملStudy of un-saturated fatty acids content in Ocimum basilicum L.
Background & Aim: Ocimum basilicum L. is belong to the Lamiaceae family which is cultivated as a culinary, industrial and medicinal plants in some countries from thousands years ago. The seed of this plant is rich in poly un-saturated fatty acids (PUFA) and produced a large amount of mucilage. Experimental: The oil of seed was extracted separately and converted to fatty acids...
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The change of theoretical base in the area of welfare economy and due to economic evolution along time, in recent decades happiness has been considered as an important index for measuring welfare in individual and social levels along with other initial proxies such as wealth, consumption, gross domestic production. This particularly has attracted many economists attention such that they investi...
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In this paper a particular case of z-ideals, called strongly z-ideal, is defined by introducing zero sets in pointfree topology. We study strongly z-ideals, their relation with z-ideals and the role of spatiality in this relation. For strongly z-ideals, we analyze prime ideals using the concept of zero sets. Moreover, it is proven that the intersection of all zero sets of a prime ideal of C(L),...
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