Degree | Type | Year |
---|---|---|
2503740 Computational Mathematics and Data Analytics | FB | 1 |
You can view this information at the end of this document.
Given that this is an introductory course, it is assumed that students do not have any prior knowledge of the subject.
However, it is advisable to have a basic knowledge of any platform (windows, mac or linux).
In face-to-face activities in the classroom, it is essential to have a laptop to carry out the assignments of the subject.
This subject has a general and introductory character in the programming. It will be deepened in the study of the methodological aspects of programming and the learning of a high level language. Therefore, the general objectives that are proposed for the subject are the following:
Topic 1: Introduction to computer science
History. Functional structure of the computer. Programs / instructions. Conceptual levels of the computer.
Topic 2: Problem solving: introduction to algorithmics and programming.
Introduction to problem solving. Algorithm concept Phases in the development of algorithms. Programming as an engineering discipline. Software life cycle. Basic elements of an algorithm. Tools for the representation of algorithms. Programming languages. Classification. Language translators: Compilers and interpreters.
Topic 3: Basic concepts and control structures
Definition of variables and constants. Type of fundamental data. Sequential structure. Selection or conditional structures. Iterative or repetitive structures.
Topic 4: Data structures
Unidimensional arrays: strings, tuples and lists.
Topic 5: Subprograms
The concept of a subprogram as an abstraction of operations. Location, neously, scope and visibility. Definition of functions and procedures. Calls to functions and procedures. Modular design descending.
Topic 6: Files
Basic definitions. Input / output of data in files. Types of access to files.
Topic 7: Error control
Types of errors Exceptions and asserts. Preventive programming. Debugging programs.
Topic 8: Introduction to object-oriented programming
Classes and objects. Attributes and methods. Encapsulation. Definition of classes.
Topic 9: Complex data types
Lists: iterators generators, functional paradigm and list comprehensions. Sets. Dictionaries
Title | Hours | ECTS | Learning Outcomes |
---|---|---|---|
Type: Directed | |||
Practical classes | 13 | 0.52 | CM06, CM07, CM08, KM06, KM07, KM08, SM07, SM08, CM06 |
Problem classes | 26 | 1.04 | CM06, CM07, CM08, KM06, KM07, KM08, SM07, SM08, CM06 |
Theory Classes | 10 | 0.4 | CM06, CM07, CM08, KM06, KM07, KM08, SM07, SM08, CM06 |
Type: Supervised | |||
Proyecto de programación | 30 | 1.2 | CM06, CM07, CM08, KM06, KM07, KM08, SM07, SM08, CM06 |
Type: Autonomous | |||
Preparation classes and personal study | 20 | 0.8 | CM06, CM07, CM08, KM06, KM07, KM08, SM07, SM08, CM06 |
Resolution of self-assessed problems (individual) | 46 | 1.84 | CM06, CM07, CM08, KM06, KM07, KM08, SM07, SM08, CM06 |
The teaching management of the subject will be done through the documentary manager Caronte (http://caronte.uab.cat/), which will be used to view the materials, manage the practices groups, make the corresponding deliveries, see the notes, communicate with the teachers, etc. To be able to use it you have to do the following steps:
The teaching of the subject is developed in two sessions of two hours each. In these sessions, five types of teaching activities can be differentiated:
MD1 Exposition of contents in class - Master class: The typical structure of a master class of this type will be the following: in the first place, one will be done Introduction where the objectives of the exhibition and the contents to be discussed will be briefly presented. In order to provide the appropriate context, the presentation will refer to the material exhibited in previous classes, so that the position of these contents is clarified within the general framework of the subject.
MD2 Participatory classes: Joint resolution of the set of problems proposed to students. All the subjects will be accompanied by a relation of problems that the student must try to solve. In this sense, and as the student progresses in the depth of their knowledge, these problems will be gradually more complex, allowing in this way to clearly appreciate the advantages of using the methodological tools taught during the course. All the problems developed in class and others that may be proposed can be found on the Caronte platform, and will be self-assessed. These activities should allow students to deepentheir understanding and personalize knowledge. The fact that they are self-assessed allows you to adjust the pace of consolidation and reflect on your own learning.
MD3 Tutorials: Hours of free disposal for the student for inquiries about aspects that need additional help from thefaculty.
MD4 Carry out short projects: Completion of practices, larger problems, to deepen in applied aspects of the theory. The practical part of each subject will be completed with at least one practical session, where students will have to solve specific problems of a certain complexity. These projects will be solved in small groups. Each member of the group will have to do a part and put it in common with the rest to have the final solution.
MD5 Assessment activities: See the teaching guide's assessment section
Annotation: Within the schedule set by the centre or degree programme, 15 minutes of one class will be reserved for students to evaluate their lecturers and their courses or modules through questionnaires.
Title | Weighting | Hours | ECTS | Learning Outcomes |
---|---|---|---|---|
1. Partial Theoretical Exam (Tp) | 15% | 2 | 0.08 | CM06, CM07, CM08, KM06, KM07, KM08, SM08 |
2. Final Theoretical Exam (Tf) | 35% | 2 | 0.08 | CM06, CM07, CM08, KM06, KM07, KM08, SM08 |
3. Delivery of Problems (P) | 20% | 0 | 0 | CM06, CM07, CM08, KM06, KM07, KM08, SM07, SM08 |
4. Programming Projects (PPg) - group | 20% | 0.5 | 0.02 | CM06, CM07, CM08, KM06, KM07, KM08, SM07, SM08 |
5. Exam Programming Projects (PPi) - individual | 10% | 0.5 | 0.02 | CM06, CM07, CM08, KM06, KM07, KM08, SM07, SM08 |
Assessment process and scheduled evaluation activities
Throughout the course the following evaluation activities will be carried out:
Activity |
Date |
Recovery |
Percentage |
Minimum note |
Theoretical Partial Exam (Tp) Individual |
Check Planning |
Check Planning |
15% |
No |
Final Theoretical Examination (Tf) Individual |
Check Planning |
Check Planning |
35% |
Tf >= 5 |
Delivery of Problems (P) Individual |
Each Week |
No |
20% |
No |
Programming Projects (PPg) Group |
Check Planning |
Check Planning |
20% |
PPg >= 5 |
Programming Projects Exam (PPi) individual |
Check Planning |
Check Planning |
10% |
PPi >= 5 |
To be able to pass the subject, the result of the weighted sum of the evaluation activities must be greater than or equal to 5, and a minimum grade of 5 must be obtained in activities Tf, PPg and PPi.
Programming of evaluation activities
The dates of evaluation and delivery of works will be published in the documentary manager Caronte and may be subject to changes of programming for reasons of adaptation to possible incidents. The document manager will always be informed about these changes since it is understood that this is the usual platform for exchanging information between teachers and students.
Recovery procedure
The student can submit to the recovery whenever it has been presented to a set of activities that represents a minimum of two thirds of the total grade of the subject.
The theoretical examinations (Tp and Tf) can be recovered in a single examination of recovery to the dates fixed by the coordination of the Degree. The recovery exam will have a percentage of 50% on the final grade. The exam of the examination of recovery, in case of realization, will replace the notes of the partial exams (Tp) and final (Tf) realized during the course.
In accordance with the coordination of the Degree, the Individual Delivery of Problems (P) activity can not be recovered.
Procedure for reviewing the qualifications
Students will have the right to review the theoretical exams (Tp and Tf). The site, date and time of review will be published on the day the notes are published. If the student does not submit to this review, this activity will not be reviewed later. Only in justified cases can a posteriori review of the fixed date and always up to a maximum of 7 calendar days.
There will not be review of the marks of the programming projects (PPg and PPi) because the evaluation is done in front of the students.
"Unique evaluation" system
This subject offers a "unique evaluation" system.
The unique evaluation system will be composed of the following assessment activities:
Activity |
Date |
Recovery |
Percentage |
Minimum note |
Final Theory Exam (Tf) Individual |
Check Planning |
Check Planning |
50% |
Tf >= 5 |
Programming Projects (PPg) Group |
Date of the Final Theory Exam |
Date of the recovery exam |
30% |
PPg >= 5 |
Programming Projects Exam (PPi) Individual |
Date of the Final Theory Exam |
Date of the recovery exam |
20% |
PPi >= 5 |
To be able to pass the subject, the result of the weighted sum of the evaluation activities must be greater than or equal to 5, and a minimum grade of 5 must be obtained in activities Tf, PPg and PPi.
The recovery system will be the same as for the continuous assessment.
The review of qualifications will follow the same procedure as for the continuous assessment.
Qualifications
Not Evaluable (NA): Any student who submits a practice or a scheduled assessment will have a mark. It will only be deemed not evaluable in the case of not giving any evaluable activity.
Final Mark: It is based on the weighted sum according to the criteria set out in the evaluation activities section. If in any activity the minimum grade is not obtained, the note will come out of the following formula:
Minimum (weighted sum of grades , 4.5)
Grade of honor: Granting a grade of honor registration is the decision of the faculty responsible for the subject. The regulations of the UAB indicate that MH can only be granted to students who have obtained a final grade equal to or greater than 9.00. You can grant up to 5% of MH of the total number of students enrolled. In case the number of students with a grade greater than or equal to 9 is more than 5% of the total numberof students enrolled, students were prioritized according to the following rules (in order):
Irregularities by the student, copy and plagiarism
Withoutprejudice to other disciplinary measures that they deem appropriate, the irregularities committed by the student that could lead to a variation of the grade of an evaluation act will be scored with a zero. Therefore, copying, plagiarism, cheating, letting copy, etc. in any of the evaluation activities will involve suspending with a zero. The evaluation activities qualified in this way and by this procedure will not be recoverable. If it is necessary to pass any of these evaluation activities to pass the subject, this subject will be suspended directly, without the opportunity to recover it in the same course. In this case, the numerical note of the file will be the lower value between 3.0 and the weighted average of the notes.
Evaluation of repeating students
Thestudents must complete the course as a whole, there is no note from previous courses.
J. Guttag. Introduction to Computation and Programming Using Python: With Application to Understanding Data Second Edition. MIT Press. ISBN-10: 9780262529624
S. Chazallet Python 3. Los fundamentos del lenguaje. Eni, ISBN-10: 2409006140
E. Matthes. Python Crash Course: A Hands-On, Project-Based Introduction to Programming. No Starch Press ISBN-10: 1593276036
M. Myers. A Smarter Way to Learn Python: Learn it faster. Remember it longer. Createspace Independent Pub ISBN-10: 1974431479
A. Prieto, A. Lloris, J.C. Torres. Introducción a la Informática. Mc Graw-Hill ISBN-10: 8448146247
A. Prieto, B. Prieto. Conceptos de Informática. Mc Graw-Hill, Schaum ISBN-10: 8448198573
L. Joyanes Aguilar. Fundamentos de Programación: Algoritmos, Estructuras de Datos y Objetos. Mc. Graw-Hill. ISBN-10:8448161114
We will use the latest version of Anaconda which includes Python 3.x and Spyder (https://www.anaconda.com/products/individual)
Name | Group | Language | Semester | Turn |
---|---|---|---|---|
(PLAB) Practical laboratories | 1 | Catalan | first semester | morning-mixed |
(PLAB) Practical laboratories | 2 | Catalan | first semester | morning-mixed |
(TE) Theory | 1 | Catalan | first semester | morning-mixed |