Machine Learning with Neural Networks
Field of study: Biophysics
Programme code: W4-S2BFA21.2022
| Module name: | Machine Learning with Neural Networks |
|---|---|
| Module code: | W4-2BF-MB-21-17 |
| Programme code: | W4-S2BFA21.2022 |
| Semester: |
|
| Language of instruction: | English |
| Form of verification: | course work |
| ECTS credits: | 4 |
| Description: | Course syllabus:
(1) Introduction to Machine Learning (fundamental problem and its inherent complexity; general approaches for its solution)
(2) Classic Neural Networks models (Hopfield model; recurrent Boltzmann Machines (BM) and Restricted Boltzmann Machines (RBM); learning with BM y RBM: gradient descent, Contrastive Divergence and its variants; single-layer perceptrons (SLP): lineal and logistic regression, Rosenblat perceptron; multi-layer perceptrons (MLP): learning with MLP, back-propagation; Convolutional Neural Networks (CNN): model, link to MLP, and learning)
(3) Deep Learning: link with classical models and modern learning techniques. |
| Prerequisites: | (no information given) |
| Key reading: | (no information given) |
| Learning outcome of the module | Codes of the learning outcomes of the programme to which the learning outcome of the module is related [level of competence: scale 1-5] |
|---|---|
students will be able to state the fundamental problem and complexity of Machine Learning, and acquire a global view of the different Machine Learning techniques [MB_17_1] |
KBF_W02 [4/5] |
students will be able to understand and explain classical models of Neural Networks such as the Hopfield networks, Boltzmann Machines, Single- and Multi-layer Perceptrons, and Convolutional networks [MB_17_2] |
KBF_W02 [4/5] |
students will be able to implement the standard training techniques in these models, and put them in relation with the issue of the Deep Learning and its solution techniques [MB_17_3] |
KBF_W02 [4/5] |
| Type | Description | Codes of the learning outcomes of the module to which assessment is related |
|---|---|---|
| credit [MB_17_w_1] | The final mark for this course is computed as 0.2*M_1 + 0.2*M_2 + 0.6*M_3, where M_n is the grade of each practical homework. For the latter, the students will be provided with a code structure, and they will have to implement specific functions and run virtual experiments in which different machine learning strategies will be
employed |
MB_17_1 |
| Form of teaching | Student's own work | Assessment of the learning outcomes | |||
|---|---|---|---|---|---|
| Type | Description (including teaching methods) | Number of hours | Description | Number of hours | |
| lecture [MB_17_fs_1] | Detailed discussion by the lecturer of the issues listed in the table "module description" using the table and/or multimedia presentations |
26 | Supplementary reading, working with the textbook |
44 |
credit [MB_17_w_1] |
| laboratory classes [MB_17_fs_2] | Computer sessions |
10 | (no information given) |
20 |
credit [MB_17_w_1] |
| Attachments |
|---|
| Module description (PDF) |
| Syllabuses (USOSweb) | ||
|---|---|---|
| Semester | Module | Language of instruction |
| (no information given) | ||