- Details
- Category: Discipline
- Tourism Management
- 6029
- 21630
- Hospitality Resort Management
- ISMAT6029-21630
- 2
- 5
- 0
- 12
- Não
- Português
- Semestral
- Details
- Category: Discipline
- Ferreira, C. A. (2013). Os olhares de futuros professores sobre a metodologia de trabalho. Educar em Revista, 48, 309-328. Ferreira, M. S., & Santos, M. R. (2000). Aprender a ensinar, ensinar a aprender. Colecção Polígono. Porto: Edições Afrontamento. Hernández, F. (1998). Transgressão e mudança na educação: Os projetos de trabalho. Porto Alegre: Artmed. Hernández, F., & Ventura, M. (1998). A organização do currículo por projetos de trabalho. Porto Alegre: Artmed Leite, T., & Arez, A. (2011). A Formação através de Projetos na Iniciação à Prática Profissional. Da Investigação às Práticas, I (3). 79-99.
- Human Resources Management and Organisational Intervention
- 6349
- 3627
- Project Work
- ISMAT6349-3627
- 2
- 30
- 927
- 12
- Não
- Português
- Individualizing method, capable of adapting to the different projects carried out by students.
- Optional
- The objective of this UC is to plan the work stages to be developed, predicting possible deviations and non-conformities and outlining solutions for them.
- Description of contents Project Activities plan Project dynamics Project monitoring Project completion
Descrição dos instrumentos de avaliação (individuais e de grupo) ¿ testes, trabalhos práticos, relatórios, projetos... respetivas datas de entrega/apresentação... e ponderação na nota final.
Exemplo:
Descrição
Data limite
Ponderação
Tutorias
sem data
60%
Portfolio do projeto
sem data
40%
Adicionalmente poderão ser incluídas informações gerais, como por exemplo, referência ao tipo de acompanhamento a prestar ao estudante na realização dos trabalhos; referências bibliográficas e websites úteis; indicações para a redação de trabalho escrito...
- Semestral
- The UC Project Work aims to prepare the student for the challenge of the second year of the master's degree, leading them to outline what they intend to accomplish to complete this cycle of studies.
- Details
- Category: Discipline
- Business Management
- 490
- 2580
- Strategic Management
- ISMAT490-2580
- 2
- 5
- 0
- 12
- Não
- Português
- Semestral
- Details
- Category: Discipline
- Apostol, T.M. (1987). Cálculo. (1º Vol.). Reverté. Ayres, F. & Mendelson, E. (1994). Cálculo diferencial e integral. S.Paulo: Makron.
- Data Science
- 6321
- 505
- Mathematics II
- ISMAT6321-505
- 1
- 6
- 0
- 12
- Não
- Português
- The teaching methodology includes the expository method (TM1) to present the contents, the demonstrative method (TM2) to illustrate its application to practical cases and the active method (TM3) to solve classroom exercises, with and without the use of a computer. Whenever appropriate, mathematical software is used to support concept visualization and problem solving.
- Mandatory
- At the end of this unit students should know: LO1: Extend the study of functions to problems with more than one real variable; LO2: Master the differential and integral calculus of functions of more than one real variable, including the fundamental theorems of calculus; LO3: Use real problems involving functions with more than one independent variable; LO4: Solve differential equations and understand their applications.
- S1. Functions of several independent variables: Algebraic and topological structure of Rn; Limit and continuity; Differentiability; Partial derivatives; Derived from the composite function; Taylor's theorem in Rn and application to the study of extremes; Theorems of inverse function and implicit function; Conditioned extremes. S2. Integral calculus in several real variables: Double integral and triple integral (geometric interpretation, fundamental properties, Fubini's theorem; Variable change theorem, applications). S3. Ordinary differential equations: separable variable equations; 1st order linear equations; Numerical methods: Euler and Runge-Kutta; applications.
The assessment is made by continuous assessment or written exam. The continuous assessment consists of three written tests with a weight of 30% each and active participation in classes (10%).
- Semestral
- Mathematics II belongs to the scientific area of Mathematics and deepens the knowledge of differential and integral calculus by extending it to multivariable functions and ordinary differential equations. These topics provide an essential foundation for mathematical modelling, optimization and methods used in Data Science.
- Details
- Category: Discipline
- Law
- 530
- 22358
- Economic and Competition Law
- ISMAT530-22358
- 1
- 5
- 0
- 12
- Não
- Português
- Semestral