The course aims to provide an introduction to those aspects of linear and discrete mathematics needed in science and engineering.
Curriculum
Canali
teacher profile teaching materials
Elements of propositional logic, truth tables. Equivalence and order relations.
Combinatorics. Binomial coefficients and binomial theorem. Permutations. The Integers: divisibility, GCD and Euclidean algorithm, Bézout identity, linear congruences.
Baiscs of algebraic structures: permutation groups, abstract groups, polynomials and finite fields.
Elements of graph theory.Lattices and Boolean algebras
Matematica discreta e applicazioni
Zanichelli 2008
Programme
Elements of set theory. Maps between sets: invective, surjective, bijective maps.Elements of propositional logic, truth tables. Equivalence and order relations.
Combinatorics. Binomial coefficients and binomial theorem. Permutations. The Integers: divisibility, GCD and Euclidean algorithm, Bézout identity, linear congruences.
Baiscs of algebraic structures: permutation groups, abstract groups, polynomials and finite fields.
Elements of graph theory.Lattices and Boolean algebras
Core Documentation
Giulia Maria Piacentini CattaneoMatematica discreta e applicazioni
Zanichelli 2008
Type of evaluation
written testCanali
teacher profile teaching materials
Elements of propositional logic, truth tables. Equivalence and order relations.
Combinatorics. Binomial coefficients and binomial theorem. Permutations. The Integers: divisibility, GCD and Euclidean algorithm, Bézout identity, linear congruences.
Baiscs of algebraic structures: permutation groups, abstract groups, polynomials and finite fields.
Elements of graph theory.Lattices and Boolean algebras
Matematica discreta e applicazioni
Zanichelli 2008
Mutuazione: 20810098-1 GEOMETRIA E COMBINATORIA I MODULO in Ingegneria informatica L-8 CANALE 1 MEROLA FRANCESCA
Programme
Elements of set theory. Maps between sets: invective, surjective, bijective maps.Elements of propositional logic, truth tables. Equivalence and order relations.
Combinatorics. Binomial coefficients and binomial theorem. Permutations. The Integers: divisibility, GCD and Euclidean algorithm, Bézout identity, linear congruences.
Baiscs of algebraic structures: permutation groups, abstract groups, polynomials and finite fields.
Elements of graph theory.Lattices and Boolean algebras
Core Documentation
Giulia Maria Piacentini CattaneoMatematica discreta e applicazioni
Zanichelli 2008
Type of evaluation
written testMutuazione: 20810098-1 GEOMETRIA E COMBINATORIA I MODULO in Ingegneria informatica L-8 CANALE 2 SALVITTI DARIO