PORTALE DELLA DIDATTICA

PORTALE DELLA DIDATTICA

PORTALE DELLA DIDATTICA

Elenco notifiche



Mathematics and Principles of Statistics

01WQEZP

A.A. 2026/27

Course Language

Inglese

Degree programme(s)

1st degree and Bachelor-level of the Bologna process in Food Tech For Ecological Transition - Torino/Pollenzo

Course structure
Teaching Hours
Lezioni 48
Lecturers
Teacher Status SSD h.Les h.Ex h.Lab h.Tut Years teaching
Gasparini Mauro Professore Ordinario STAT-01/A 10 0 0 0 1
Co-lectures
Espandi

Context
SSD CFU Activities Area context
MATH-03/A
STAT-01/A
4
2
A - Di base
A - Di base
Scienze matematiche, statistiche e chimiche
Scienze matematiche, statistiche e chimiche
2026/27
The course will give a basic mathematical and statistical knowledge, with a focus on elementary techniques on linear algebra and mathematical analysis for functions of one variable, as well as basic statistical methods. A practical and problem-oriented approach will be adopted.
The course will give a basic mathematical and statistical knowledge, with a focus on elementary techniques on linear algebra and mathematical analysis for functions of one variable, as well as basic statistical methods. A practical and problem-oriented approach will be adopted.
After finishing the course, students will be able to tackle simple problems in differential and integral calculus and linear algebra, and to identify the statistical techniques necessary for basic statistical processing of data. This course module will endow students with basic skills in calculus and with basic statistical notions. To demonstrate the effective preparation for the threshold competencies the students will be asked to prove, before the end of this course module, that they have attained knowledge about: • compute limits and derivatives; • compute integrals; • perform a qualitative study of functions of one real variable; • perform computations with matrices and vectors; • perform basic statistical analysis • plan simple experiments or polls to collect sensory data and capacity to apply such knowledge: 
After finishing the course, students will be able to tackle simple problems in differential and integral calculus and linear algebra, and to identify the statistical techniques necessary for basic statistical processing of data. This course module will endow students with basic skills in calculus and with basic statistical notions. To demonstrate the effective preparation for the threshold competencies the students will be asked to prove, before the end of this course module, that they have attained knowledge about: • compute limits and derivatives; • compute integrals; • perform a qualitative study of functions of one real variable; • perform computations with matrices and vectors; • perform basic statistical analysis • plan simple experiments or polls to collect sensory data and capacity to apply such knowledge: 
Students attending this course should already know the following basic concepts of mathematics studied in the high school: polynomial equations and inequalities of the first and second order; fractional equations and inequalities; systems of inequalities; multiplication and division of polynomials; trigonometric functions; logarithms and exponentials; Euclidean geometry.
Students attending this course should already know the following basic concepts of mathematics studied in the high school: polynomial equations and inequalities of the first and second order; fractional equations and inequalities; systems of inequalities; multiplication and division of polynomials; trigonometric functions; logarithms and exponentials; Euclidean geometry.
4cfu MATH-03/A will include: Differential Calculus: real functions of one variable; elementary functions; limits of functions; continuity; derivatives; De L'Hopital rule; qualitative graph of a function; Taylor polynomials. (1,5 cfu) Integral calculus: definition and calculus of integrals. (1cfu) Linear algebra and geometry: vectors and matrices, lines and planes, algebraic systems. (1,5 cfu)  (Calcolo differenziale: funzioni reali di variabile reale; funzioni elementari; limiti di funzioni; continuità; derivate; regola di De L'Hopital; grafico qualitativo di una funzione; polinomio di Taylor. (1,5 cfu) Calcolo integrale: definizione e calcolo di integrali. (1 cfu)     Algebra lineare e geometria: vettori e matrici, piani e rette, sistemi algebrici. (1,5 cfu)) 2cfu STAT-01/A Data handling and descriptive statistics. Elements of statistical methods for surveys and for the analysis of sensory data. (Raccolta dei dati e statistica descrittiva. Elementi di metodi statistici per i sondaggi e per l’analisi di dati sensoriali.)
4cfu MATH-03/A will include: Differential Calculus: real functions of one variable; elementary functions; limits of functions; continuity; derivatives; De L'Hopital rule; qualitative graph of a function; Taylor polynomials. (1,5 cfu) Integral calculus: definition and calculus of integrals. (1cfu) Linear algebra and geometry: vectors and matrices, lines and planes, algebraic systems. (1,5 cfu)  (Calcolo differenziale: funzioni reali di variabile reale; funzioni elementari; limiti di funzioni; continuità; derivate; regola di De L'Hopital; grafico qualitativo di una funzione; polinomio di Taylor. (1,5 cfu) Calcolo integrale: definizione e calcolo di integrali. (1 cfu)     Algebra lineare e geometria: vettori e matrici, piani e rette, sistemi algebrici. (1,5 cfu)) 2cfu STAT-01/A Data handling and descriptive statistics. Elements of statistical methods for surveys and for the analysis of sensory data. (Raccolta dei dati e statistica descrittiva. Elementi di metodi statistici per i sondaggi e per l’analisi di dati sensoriali.)
The course will include 40 hours of theoretical lessons and 20 hours of exercise classes.
The course will include 40 hours of theoretical lessons and 20 hours of exercise classes.
For full-time students Special teaching material will be developed for this course, which does not coincide with texts available on the market. The texts listed here should NOT be considered course textbooks, as they are not used or followed by the professors, but solely as supplementary study material and/or for further reading: • Calculus – Early Transcendentals, James Stewart, coauthors Daniel K. Clegg, Saleem Watson; • Introductory Statistics, by Sheldon Ross. For part-time students Special teaching material has been developed for this course, which does not coincide with texts available on the market. The texts listed here should NOT be considered course textbooks, as they are not used or followed by the professors, but solely as supplementary study material and/or for further reading: • Calculus – Early Transcendentals, James Stewart, coauthors Daniel K. Clegg, Saleem Watson; • Introductory Statistics, by Sheldon Ross.
For full-time students Special teaching material will be developed for this course, which does not coincide with texts available on the market. The texts listed here should NOT be considered course textbooks, as they are not used or followed by the professors, but solely as supplementary study material and/or for further reading: • Calculus – Early Transcendentals, James Stewart, coauthors Daniel K. Clegg, Saleem Watson; • Introductory Statistics, by Sheldon Ross. For part-time students Special teaching material has been developed for this course, which does not coincide with texts available on the market. The texts listed here should NOT be considered course textbooks, as they are not used or followed by the professors, but solely as supplementary study material and/or for further reading: • Calculus – Early Transcendentals, James Stewart, coauthors Daniel K. Clegg, Saleem Watson; • Introductory Statistics, by Sheldon Ross.
Libro di testo; Video lezioni dell’anno corrente;
Text book; Video lectures (current year);
Modalita di esame: Prova scritta (in aula);
Exam: Written test;
... For full-time students The exam is a 90-minute written exam. It includes four multiple-choice questions (4 points for each correct answer, 0 points for unanswered or wrong answered questions) and two open-ended questions (7 points each). The exam aims to assess the knowledge of the topics covered in the course. An optional oral exam may be requested by the teacher. For part-time students The exam consists of a 90-minute written exam. It includes four multiple-choice questions (4 points for each correct answer, 0 points for unanswered or wrong answered questions) and two open-ended questions (7 points each). The exam aims to assess the knowledge of the topics covered in the course. An optional oral exam may be requested by the teacher.
Gli studenti e le studentesse con disabilita o con Disturbi Specifici di Apprendimento (DSA), oltre alla segnalazione tramite procedura informatizzata, sono invitati a comunicare anche direttamente al/la docente titolare dell'insegnamento, con un preavviso non inferiore ad una settimana dall'avvio della sessione d'esame, gli strumenti compensativi concordati con l'Unita Special Needs, al fine di permettere al/la docente la declinazione piu idonea in riferimento alla specifica tipologia di esame.
Exam: Written test;
For full-time students The exam is a 90-minute written exam. It includes four multiple-choice questions (4 points for each correct answer, 0 points for unanswered or wrong answered questions) and two open-ended questions (7 points each). The exam aims to assess the knowledge of the topics covered in the course. An optional oral exam may be requested by the teacher. For part-time students The exam consists of a 90-minute written exam. It includes four multiple-choice questions (4 points for each correct answer, 0 points for unanswered or wrong answered questions) and two open-ended questions (7 points each). The exam aims to assess the knowledge of the topics covered in the course. An optional oral exam may be requested by the teacher.
In addition to the message sent by the online system, students with disabilities or Specific Learning Disorders (SLD) are invited to directly inform the professor in charge of the course about the special arrangements for the exam that have been agreed with the Special Needs Unit. The professor has to be informed at least one week before the beginning of the examination session in order to provide students with the most suitable arrangements for each specific type of exam.
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