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The course gives a basic understanding of concepts within the field of semantics and pragmatics. Various traditions are illuminated, both theoretically and through the execution of problem-based exercises. Among these traditions are…

In this course the student will systematically get acquainted with basic concepts of speech acoustics, such as frequency, resonance, filtering, tones and formants, using different sound illustrations. In laboratory exercises the student…

In this course the student will get to know a wide variety of strategies by means of which different languages deal with the same communicative needs (e.g. question formation, relativization, distinguishing subject and object, mapping…

In this course the student will get introduced to general principles and parameters which characterise feasible phonetic systems in human languages. Principles which control phonological representations such as sound categorisation,…

The aim of the course is to provide in-depth knowledge on how speech is generated and perceived. The muscles of the speech apparatus and their role in speech gestures are studied, as well as the basics of aerodynamics. Speech gestures …

This course introduces the linguistic student to research methods and methodological issues, and prepares the student for writing an essay on B.A. level. The course includes methodological issues such as formulating research questions, the…

This course offers basic knowledge of the area psycholinguistics, which covers language processing and language acquisition. The goal is that you should deepen your knowledge in theories of how we produce, perceive and understand language…

When did the Viking Age actually begin? Wood, turf, stone and daub – how did people live, and how were families organised? Power struggle, curiosity or greed? What were the incentives for Scandinavian expansion? What impact did the…

The course is divided into two halves, the first covers probability theory and the second covers statistics. The course covers: Sample space, Events, Basic set theory, Axioms of probability. Conditional probability, Independent events…

Basic probability theory, random variables in one and several dimensions, multivariate Gaussian distribution, convergence of random variables and distributions, conditional distributions. Moment generating functions and characteristic…

The course treats: Markov chains: model graphs, Markov property, transition probabilities, persistent and transient states, positive and null persistent states, communication, existence and uniqueness of stationary distribution, and…

The course treats stochastic processes in discrete and continuous time. The main elements are: Models for stochastic dependence.Concepts of description of stationary stochastic processes in the time domain: expectation, covariance, and…

The student chooses in consultation with supervisors and examiner an independent examination assignment comprising 15 credits. The assignment can either be linked to current scientific projects at the Division of Mathematical Statistics or…

The course treats: The real numbers: axioms, examples of proofs of basic arithmetical rules. The elementary functions, polynomials, rational functions, the exponential function and the natural logarithm, the trigonometric functions…

The course treats: Elementary logic and set theory Basic properties of the natural numbers and the integers: induction, divisibility, Euclid’s algorithm Basic properties of polynomials: divisibility, Euclid’s algorithm Complex…

The course treats: Functions of several variables, basic topology in R^n. Continuity, theorems about continuous functions. Differentiable functions, gradients and directional derivatives. Taylor's formula. Extreme values…

Variable substitution, inverse and implicit functions, curve and surface integrals, Green's formula, Gauss Divergence Theorem, Stokes Theorem are treated.

The course treats Matrices: matrix operations, matrix inverse, matrix rank Determinants: definition and properties Linear spaces: subspace, span, linear dependence/independence, basis, dimension Euclidean spaces: scalar product,…

The course treats: Properties of the real numbers R: completeness axiom, Cauchy sequences, cardinality of rational and irrational numbers. Topology in Rn: open and closed sets, p-norms, convergence, compactness and the Bolzano…

The course treats: Basic properties of Fourier series of functions in one variable. Exponential form and trigonometric form. Riemann-Lebesgue lemma. Elementary conditions for pointwise and uniform convergence. Gibbs phenomenon. Basic…

The course treats: Number theory: divisibility, prime numbers, the Euclidean algorithm, Chinese remainder theorem, modular arithmetic Sets, functions and relations, equivalence relations Combinatorics: the four cases of counting with…

The aim of the course is to give necessary knowledge of digital image analysis for further research within the area and to be able to use digital image analysis within other research areas such as computer graphics, image coding, video…

The course treats basic theory of analytic functions: Elementary properties of analytic functions in one variable. Complex differentiability and Cauchy-Riemann equations. Calculation rules. Elementary examples of analytic functions:…

The course treats: Existence and uniqueness of solutions to initial value problems for systems of ordinary differential equations. Approximation of solutions and continuous dependence on parameters. Linear systems with variable and…

The course treats variational problems with and without constraints, Euler equations with and without constraints, Legendre, Jacobi and Weierstrass necessary condition for local minimum, Hilbert invariant integral and Weierstrass…

The course treats: Number theory: the fundamental theorem of arithmetic, modular artithmetic. Groups: definition, basic examples of groups, subgroups, normal subgroups, factor groups, isomorphisms and homomorphisms, Lagrange's theorem,…

The course treats multiplicative number theoretic functions, Möbius inversion formula, properties of Euler's totient function, primitive roots and indices, quadratic residues, the Legendre symbol and its properties, the quadratic…

The course treats: quadratic forms and matrix factorisation, convexity, separating planes and Farkas’ Lemma, the theory of optimization with and without constraints, Lagrange functions, Karush-Kuhn-Tucker theory, duality, methods for…

The course comprises: Matrices and determinants. Linear spaces. Spectral theory.The Jordan normal form. Matrix factorizations. Matrix polynomials and matrix functions. Norms. Scalar products. Singular values. Normal matrices…

The degree project requires a literature survey and specialised studies. Furthermore, a number of compulsory activities are included, in the form of teaching sessions and seminars that treat e.g. scientific writing in English and Swedish,…

After an introduction to the differences between approaches to web scraping, the student will learn to apply basic web scraping methods for collecting data. Limitations to what types of data are obtainable through these methods are also…

This course is intended to cover fundamental questions on the very substance of science and the scientific method; on what distinguishes good and proper science from pseudoscience, from charlatanry and plain cheating; the relation between…

In this course we will learn about a gender perspective on Science and Technology. The course starts with a theoretical part, where we look at what we know from research and investigations. During this you will familiarise yourself with…

In this course we will try to address these and similar questions, by looking at and discussing the wealth of gender science applied to physics. The course will consist of two parts: This part is an introduction to gender science and how…

The course gives you  fundamental skills in data handling using Python. The focus is on exploratory data analysis, leveraging visualizations and data summaries to extract insights from datasets. Additionally, the course covers data…

The course covers broad programming aspects essential for scientists.  The following aspects are addressed: Use of UNIX-based operating systems, such as Linux Overview of the use of programming in various scientific fields …

This course provides an opportunity to into women's and human rights through a decolonial perspective, highlighting the work of feminist delve scholars from the Global South. By drawing on theories from Latin America, Africa, Asia, and…

Students will examine customary international law as a very large and complex system in which an increasing number of negotiated agreements are added. An overview is provided of the public international law system as a whole and…

Chamber music interaction between singers and instrumentalists develops a deeper understanding of phrasing, tempo, ornamentation, gesture and sound, with both historically informed performance practice and spontaneous ”musicking”. The…

The course is for you who want to integrate self reflection and techniques to meet tentions in your work and studies as a musician. Methods and reflecting perspectives are combined to understand the complexity in professional musicianship…

Together we play both Swedish folk music and folk music from the rest of the world. You will learn how to play mainly by using aural skills. You therefore need to be fairly independent on your instrument, but do not need to have played…

This is course is a continuation of MUHG77 Folk- och världsmusikensemble. You will play in a folk music ensemble, where we perform both Swedish folk music and folk music from the rest of the…

The purpose of this course is to explore and create alternative interpretations of music performance with different forms of art and methods outside the musical instrument, by creating a new artwork, a “Plastic Extension” of a music piece…

Building up on the basic experiences and skills from the Baroque course 1 (MUHB66), the participants will deepen their knowledge in practical projects exploring the specifics of national styles, as well as historically informed playing…

The teaching consists of a mix between group lessons and individual work such as exercises and preparation.

 Read more about independent courses at Malmö Academy of Music

The course deals primarily with economic decision making concerning consumption and production. The course starts with a treatment of the underlying principles that guide an individual's optimal consumption decisions under both certainty…