Matematyka dyskretna to, zgodnie z definicją, zbiorcza nazwa wszystkich działów matematyki, które zajmują się badaniem struktur nieciągłych, to znaczy zawierających zbiory co najwyżej przeliczalne, czyli właśnie dyskretne.

Pozycja składa się z 7 rozdziałów, z których każdy omawia inne zagadnienie z zakresu matematyki dyskretnej, m.in. zbiory, indukcję matematyczną, elementy kombinatoryki i teorii liczb czy arytmetykę modularną.

Każdy rozdział zawiera zadania, jak również wskazówki i rozwiązania zadań, natomiast ostatni podrozdział stanowi wykaz literatury tematu.

Zachęcamy do sięgnięcia po publikację.

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