MachineLearning1 DSBA2020 — различия между версиями
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| − | + | ==Lecturers and Teachers == | |
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| + | == About the course == | ||
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| + | This course introduces the students to the elements of machine learning, including supervised and unsupervised methods such as linear and logistic regressions, splines, decision trees, support vector machines, bootstrapping, random forests, boosting, regularized methods and much more. The two modules (Sept-Dec, 2020) use Python programming language and popular packages to investigate and visualize datasets and develop machine learning models. The next two modules (Jan - May, 2021) use R programming language to prepare students for the exam from the University of London (UoL) and London School of Economics (LSE), which will count towards the UoL degree of DBSA and ICEF students. Pre-requisites: at least one semester of calculus on a real line, vector calculus, linear algebra, probability and statistics, computer programming in high level language such as Python or R. | ||
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| + | ==Grading== | ||
| + | Interim assessment (1 module) = 0.35*Homework + 0.1*Quizzes + 0.05*Participation + 0.5*(MockExam + Exam) | ||
| + | Interim assessment (4 module) = 0.35*Homework + 0.1*Quizzes + 0.05*Participation + 0.5*(two MockExams + two Exams + CourseworkProject) | ||
Версия 13:07, 28 сентября 2020
Lecturers and Teachers
About the course
This course introduces the students to the elements of machine learning, including supervised and unsupervised methods such as linear and logistic regressions, splines, decision trees, support vector machines, bootstrapping, random forests, boosting, regularized methods and much more. The two modules (Sept-Dec, 2020) use Python programming language and popular packages to investigate and visualize datasets and develop machine learning models. The next two modules (Jan - May, 2021) use R programming language to prepare students for the exam from the University of London (UoL) and London School of Economics (LSE), which will count towards the UoL degree of DBSA and ICEF students. Pre-requisites: at least one semester of calculus on a real line, vector calculus, linear algebra, probability and statistics, computer programming in high level language such as Python or R.
Grading
Interim assessment (1 module) = 0.35*Homework + 0.1*Quizzes + 0.05*Participation + 0.5*(MockExam + Exam) Interim assessment (4 module) = 0.35*Homework + 0.1*Quizzes + 0.05*Participation + 0.5*(two MockExams + two Exams + CourseworkProject)
