emilstahl97/Building-Networked-Systems-Security-EP2520

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emilstahl97/Building-Networked-Systems-Security-EP2520

emilstahl97

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This is a project based course that enhances and extends the understanding of modern networked systems security

backblaze-docker

Envariabelanalys-SF1625

Function, function graph, domain, range. Increasing and decreasing functions, odd and even functions. Inverse functions. The class of elementary functions. Trigonometric functions, exponential and logarithmic functions. Power laws, logarithms. Limits, rules for calculating limits, standard limits. Continuity, theorems on continuous functions. Derivative, rules of differentiation, the mean value theorem, implicit differentiation, applications: rate of change, linear approximation, tangent, extreme value problems, sketching the graph of a function, l'Hôpital's rule. Taylor's formula with error estimates. Linear differential equations with constant coefficients and their applications. The Riemann integral, primitive functions, the fundamental theorem integral calcolus, variable substitution, integration by parts, partial fractions. Riemann sums, geometric and other applications of integrals, improper integrals, estimates and convergence. Paramterization of curves and arc length. Sequences and series, convergence criteria, the Cauchy integral test. Taylor series.

emilstahl97

Embedded-Electronics-IE1206

This course provides basic knowledge of circuit theory and electronics. It also provides knowledge of the various devices that can be found in a microcontroller and how these are supposed to be used.

Computer-Hardware-Engineering-IS1200

The course gives fundamental knowledge of computer organization, both from a hardware and software perspective.

Data-Intensive-Computing-ID2221

The course complements distributed systems courses, with a focus on processing, storing and analyzing massive data.

Jupyter Notebook

Networks-and-Communication-IK1203

The goals of the course is to teach the basics of networking and communication. For those interested in specializing in networking, it provides the fundamentals on which later courses build.

Linear-Algebra

Vectors, matrices, linear equations, Gaussian elimination, vector geometry with dot product and vector product, determinants, vector spaces, linear independence, bases, change of basis, linear transformations, the least-squares method, eigenvalues, eigenvectors, quadratic forms, orthogonality, inner-product space, Gram-Schmidt's method.

Distributed-Systems-ID2201

The course covers fundamental models for distributed systems, inter process communication and how to handle synchronization, consistency, replication, fault tolerance and security in a distributed system. The course consist of a series of lectures and seminars that include practical assignments.

Multivariable-Calculus-SF1626

Euclidian n-space. Functions of several variables and vector-valued functions, including the following concepts: Graph, level curve, level surface. Limits and continuity, differentiability, partial derivatives, the chain rule, differentials. Tangent planes and linear approximation. Taylor’s Formula. Gradient and directional derivative. Jacobian matrix and Jacobian determinant. Invertibility and implicitly defined functions. Coordinate changes. Extreme-value problems. Multiple integrals. Line integrals and Green’s theorem. Flux integrals and the divergence theorem. Stokes’ theorem. Applications.