MATEMATICA PER L'ECONOMIA

Ciro D'APICE MATEMATICA PER L'ECONOMIA

0212700117
DIPARTIMENTO DI SCIENZE AZIENDALI - MANAGEMENT & INNOVATION SYSTEMS
EQF6
BUSINESS MANAGEMENT
2016/2017



OBBLIGATORIO
YEAR OF COURSE 1
YEAR OF DIDACTIC SYSTEM 2014
PRIMO SEMESTRE
CFUHOURSACTIVITY
1060LESSONS


Objectives
KNOWLEDGE AND UNDERSTANDING
STUDENTS WILL HAVE THE MATHEMATICAL FUNDAMENTAL MEANS FOR A QUANTITY APPROACH TO TOPICS OF CORPORATE AND FINANCIAL CHARACTER THAT WILL BE ADDRESSED DURING THE DEGREE

APPLYING KNOWLEDGE AND UNDERSTANDING

STUDENTS WILL BE ABLE TO APPLY THE QUANTITIES LEARNED TOOLS TO SOLVE SOME CLASSIC PROBLEMS IN ECONOMICS AND IN FINANCIAL CHOICES .

MAKING JUDGEMENTS
GRADUATES WILL ACQUIRE A FULL APPLICATION CAPACITY AND CRITICAL KNOWLEDGE OF QUANTITATIVE MODELS FOR FINANCIAL TRANSACTIONS AND FOR ECONOMIC AND BUSINESS AREAS.

COMMUNICATION SKILLS

GRADUATES WILL BE ABLE TO COMMUNICATE EFFECTIVELY AND SUBMIT TO SUBSCRIBERS OF SPECIALISTS SECTOR ON ISSUES OF MATHEMATICS AND FINANCIAL CHARACTER ; ARGUING THEIR POSITIONS AND COMMUNICATE CLEARLY AND EFFECTIVE , THE ECONOMIC AND QUANTITATIVE TOPICS .

LEARNING SKILLS

STUDENT, ON THE BASIS OF QUANTITATIVE TOOLS LEARNED, WILL BE ABLE TO DEAL WITH PROBLEMS OF FINANCIAL MANAGEMENT AND BUSINESS . ALSO HE WILL HAVE THE ABILITY TO DEVELOP AND IMPROVE HIS POWERS THROUGH CONSULTATION OF PUBLICATIONS IN THEME OF FINANCE AND INVESTMENTS AND CONSULTATION OF INFORMATION FOUND IN DATABASES OR NETWORK .
Prerequisites
PREREQUISITES
INTRODUCTIVE ELEMENTAL NOTIONS, EQUATIONS AND INEQUALITIES OF FIRST AND SECOND ORDER, ALGEBRAIC, FRACTIONAL, EXPONENTIAL AND LOGARITHMIC.
PREPARATORY TEACHINGS
NONE
Contents
INTRODUCTIVE ELEMENTAL NOTIONS. REAL FUNCTIONS OF REAL VARIABLE. LIMITS AND CONTINUITY OF REAL FUNCTIONS. ELEMENTS OF DIFFERENTIAL CALCULUS. ELEMENTS OF INTEGRATION THEORY. FUNCTIONS WITH MORE VARIABLES. ELEMENTS OF LINEAR ALGEBRA. ELEMENTS OF FINANCIAL MATHEMATICS.
Teaching Methods
FRONTAL LECTURES, STUDY GROPUS, EXERCISES, INTERACTION WITH THE PROFESSOR IN THE CLASSROOM AND THROUGH E-MAIL.
Verification of learning
THE FINAL EXAM IS DESIGNED TO EVALUATE AS A WHOLE:
•THE KNOWLEDGE AND UNDERSTANDING OF THE CONCEPTS PRESENTED DURING THE TEACHING
•THE MASTERY OF THE MATHEMATICAL LANGUAGE IN THE WRITTEN AND ORAL PROOFS
•THE SKILL OF PROVING THEOREMS
•THE SKILL OF SOLVING EXERCISES
•THE SKILL TO IDENTIFY AND APPLY THE BEST AND EFFICIENT METHOD IN EXERCISES SOLVING
•THE ABILITY TO APPLY THE ACQUIRED KNOWLEDGE TO DIFFERENT CONTEXTS FROM THOSE PRESENTED DURING THE TEACHING.
THE EXAM CONSISTS OF A WRITTEN PROOF AND AN ORAL INTERVIEW.
WRITTEN PROOF: THE WRITTEN PROOF CONSISTS IN SOLVING TYPICAL PROBLEMS PRESENTED IN THE LESSONS. IN THE CASE OF A SUFFICIENT PROOF, IT WILL BE EVALUATED BY THREE SCALES. THE PROOF WILL LAST 3 HOURS.
ORAL INTERVIEW: THE INTERVIEW IS DEVOTED TO EVALUATE THE DEGREE OF KNOWLEDGE OF ALL THE TOPICS OF THE TEACHING, AND COVERS DEFINITIONS, THEOREMS PROOFS, EXERCISES SOLVING.
FINAL EVALUATION: THE FINAL MARK, EXPRESSED IN THIRTIETHS, DEPENDS ON THE MARK OF THE WRITTEN PROOF, WITH CORRECTIONS IN EXCESS OR DEFECT ON THE BASIS OF THE ORAL INTERVIEW.
Texts
C. D’APICE, R. MANZO, VERSO L’ESAME DI MATEMATICA I, MAGGIOLI (2015).
C. D’APICE, R. MANZO, VERSO L’ESAME DI MATEMATICA II, MAGGIOLI (2015).
CASTAGNOLI ERIO, PECCATI LUCIANO “MATEMATICA IN AZIENDA 1 (CALCOLO FINANZIARIO CON APPLICAZIONI)”, EGEA, MILANO - 2002

D’AMICO M., MORETTO E. - MATEMATICA FINANZIARIA. ESERCIZI, EGEA, MILANO, 2004
More Information
NOTES AND EXERCISES BY THE PROFESSOR
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