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Item Open Access THE RIGHTS OF MINORITY IN INTERNATIONAL LAW AND RIGHTS OF MINORITIES IN KAZAKHSTAN(Қазақстан ғылымының дамуы мен келешегі жастар көзімен - 2018, 2018) Yussupova D.The term minority as used in the United Nations human rights system usually refers to national or ethnic, religious and linguistic minorities, pursuant to the United Nations Minorities Declaration. All States have one or more minority groups within their national territories, characterized by their own national, ethnic, linguistic or religious identity, which differs from that of the majority population. The assurance of minorities is one of the most seasoned worries of international law. The base of the minority issue lies in segregation, abuse, avoidance, and foreswearing of personality. These issues relating to minorities have been tended to by states exclusively and as a feature of bigger global society by conceiving diverse frameworks. The security of minority rights has maybe never been as pertinent as today. Kazakhstan’s unusually diverse ethnic makeup was partially due to it being a historical transit point for Central Asian groups moving west. More recently it was used by Tsarist Russia and then by the Soviet Union as an area of Russian colonization. The impact of policies means that though they are now the largest ethnic group within Kazakhstan, the Kazakhs were a minority at the time of independence in 1991. They now constitute a majority after millions, mainly Russians and other minorities, left after independence. Minority groups include Russians, Ukrainians, Uzbeks, Germans, Tatars, Uighurs, Belarusians, Koreans.Item Open Access Variety of Bicommutative Algebra defined by identities(Faculty of Engineering and Natural Sciences, 2023) Akhmetova Zh.One of the key inquiries in modern algebra is the investigation of algebras that satisfy specific identities.Within the domain of polynomial identities we have 2 questions. The first is to describe an algebra by a defined identity. The second is to describe identities in algebra. The study of identities will help us in the construction of basis of free algebra, in the study of the Hilbert sequence, the Specht problem and problems of the finite basis. In this work, we used two differ- ent research methods. First, the theory of representations of symmetric groups. Second, the theory of representations of linear groups. In this research paper, we have completely described the subvariety of varirty of bicommutative alge- bras defined by the identities (ab)c + (ba)c + (ca)b + c(ba) + c(ab) + a(bc) = 0, 7[(ab)e — 2(ba)e + (ca)b] + d[e(ba) — 2c(ab) + a(bc)] = 0.