Curriculum
Canali
Programme
Basics of set theory. Maps between sets: invective, surjective, bijective maps.Basics of propositional logic, truth tables. Equivalence and order relations.
Elements of combinatorics. Binomial coefficients and binomial theorem. Permutations. Integers: divisibility, GCD and Euclid's algorithm, Bézout's identity, linear congruences.
Matrices and operations between matrices. Linear systems and their resolution.
Core Documentation
Giulia Maria Piacentini CattaneoMatematica discreta e applicazioni
Zanichelli 2008
Reference Bibliography
Nicholson Algebra lineare McGraw-Hill 2001Attendance
recommended attendanceType of evaluation
written testCanali
Mutuazione: 20810518-1 GEOMETRIA E COMBINATORIA I MODULO in Ingegneria Informatica e dell'Intelligenza Artificiale L-8 R CANALE 1 MEROLA FRANCESCA
Programme
Basics of set theory. Maps between sets: invective, surjective, bijective maps.Basics of propositional logic, truth tables. Equivalence and order relations.
Elements of combinatorics. Binomial coefficients and binomial theorem. Permutations. Integers: divisibility, GCD and Euclid's algorithm, Bézout's identity, linear congruences.
Matrices and operations between matrices. Linear systems and their resolution.
Core Documentation
Giulia Maria Piacentini CattaneoMatematica discreta e applicazioni
Zanichelli 2008
Reference Bibliography
Nicholson Algebra lineare McGraw-Hill 2001Attendance
recommended attendanceType of evaluation
written testMutuazione: 20810518-1 GEOMETRIA E COMBINATORIA I MODULO in Ingegneria Informatica e dell'Intelligenza Artificiale L-8 R CANALE 2
Canali
Mutuazione: 20810518-1 GEOMETRIA E COMBINATORIA I MODULO in Ingegneria Informatica e dell'Intelligenza Artificiale L-8 R CANALE 1 MEROLA FRANCESCA
Programme
Basics of set theory. Maps between sets: invective, surjective, bijective maps.Basics of propositional logic, truth tables. Equivalence and order relations.
Elements of combinatorics. Binomial coefficients and binomial theorem. Permutations. Integers: divisibility, GCD and Euclid's algorithm, Bézout's identity, linear congruences.
Matrices and operations between matrices. Linear systems and their resolution.
Core Documentation
Giulia Maria Piacentini CattaneoMatematica discreta e applicazioni
Zanichelli 2008
Reference Bibliography
Nicholson Algebra lineare McGraw-Hill 2001Attendance
recommended attendanceType of evaluation
written testMutuazione: 20810518-1 GEOMETRIA E COMBINATORIA I MODULO in Ingegneria Informatica e dell'Intelligenza Artificiale L-8 R CANALE 2
Canali
Mutuazione: 20810518-1 GEOMETRIA E COMBINATORIA I MODULO in Ingegneria Informatica e dell'Intelligenza Artificiale L-8 R CANALE 1 MEROLA FRANCESCA
Programme
Basics of set theory. Maps between sets: invective, surjective, bijective maps.Basics of propositional logic, truth tables. Equivalence and order relations.
Elements of combinatorics. Binomial coefficients and binomial theorem. Permutations. Integers: divisibility, GCD and Euclid's algorithm, Bézout's identity, linear congruences.
Matrices and operations between matrices. Linear systems and their resolution.
Core Documentation
Giulia Maria Piacentini CattaneoMatematica discreta e applicazioni
Zanichelli 2008
Reference Bibliography
Nicholson Algebra lineare McGraw-Hill 2001Attendance
recommended attendanceType of evaluation
written testMutuazione: 20810518-1 GEOMETRIA E COMBINATORIA I MODULO in Ingegneria Informatica e dell'Intelligenza Artificiale L-8 R CANALE 2
