# Jurnal Aplikasi Logika Matematika Diskrit

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logika, skupovi i diskretna matematika

A set is a well-deﬁned collection of objects (called elements of the set) considered as a whole. A set may be described in words, for example: A is the set of the four largest Croatian towns. B is the set of all primes. A set can also be deﬁned by explicitly listing its elements between braces (also called curly brackets), for example: D = {Zagreb, Split, Rijeka, Osijek}. Two diﬀerent descriptions may deﬁne the same set. For example, for the sets deﬁned above, A and D are identical, since they have .logika, skupovi i diskretna matematika

A set is a well-deﬁned collection of objects (called elements of the set) considered as a whole. A set may be described in words, for example: A is the set of the four largest Croatian towns. B is the set of all primes. A set can also be deﬁned by explicitly listing its elements between braces (also called curly brackets), for example: D = {Zagreb, Split, Rijeka, Osijek}. Two diﬀerent descriptions may deﬁne the same set. For example, for the sets deﬁned above, A and D are identical, since they have .logika, skupovi i diskretna matematika

A set is a well-deﬁned collection of objects (called elements of the set) considered as a whole. A set may be described in words, for example: A is the set of the four largest Croatian towns. B is the set of all primes. A set can also be deﬁned by explicitly listing its elements between braces (also called curly brackets), for example: D = {Zagreb, Split, Rijeka, Osijek}. Two diﬀerent descriptions may deﬁne the same set. For example, for the sets deﬁned above, A and D are identical, since they have .1 2 Next page →

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