Technische Universiteit Eindhoven (TUE) • Computer science and engineering

Calculus variant 2 geometry handwritten notes for the mathematics entrance test. Includes theory, pictures of graphs, and solved examples of tasks. Can be used for the BSC CSE numerus fixus exam and/or entrance exam at the beginning of the calculus course. The topics included: coordinates, vectors, curves and equations, parametrizations, and geometry in space.

Calculus variant 2 integration handwritten notes for the mathematics entrance test. Includes theory, pictures of graphs, and solved examples of tasks. Can be used for the BSC CSE numerus fixus exam and/or entrance exam at the beginning of the calculus course. The topics included: basics, the fundamental theorem of calculus, rules of calculation, and advanced integration techniques.

Calculus variant 2 differentiation handwritten notes for the mathematics entrance test. Includes theory, pictures of graphs, and solved examples of tasks. Can be used for the BSC CSE numerus fixus exam and/or entrance exam at the beginning of the calculus course. The topics included: basics, rules of calculation, explanations of formulas (derivatives of power functions, derivative of the sine and the cosine, derivative of a^x and x^p), the tangent line, non-differentiable functions, and finding ...

Calculus variant 2 equations handwritten notes for the mathematics entrance test. Includes theory, pictures of graphs, and solved examples of tasks. Can be used for the BSC CSE numerus fixus exam and/or entrance exam at the beginning of the calculus course. The topics included: equations involving polynomials, equations involving fractions, equations involving square roots, strategies for equation solving, equations involving exponentials and logarithms, inequalities, and systems of equations.

Calculus variant 2 functions handwritten notes for the mathematics entrance test. Includes theory, pictures of graphs, and solved examples of tasks. Can be used for the BSC CSE numerus fixus exam and/or entrance exam at the beginning of the calculus course. The topics included: basics, polynomial functions, rational functions, power functions, domain, codomain and range, continuous functions, trigonometric functions, composing functions, exponential functions, inverse functions, and logarithms.

This concise and comprehensive Discrete Structures Summary is perfect for Computer Science, Engineering, and Math students. It covers key topics including logic and proof techniques, sets and functions, relations and orderings, combinatorics (permutations, combinations, pigeonhole principle), and graphs and trees, including Eulerian paths, Hamiltonian cycles, and planar graphs. This all-in-one guide covers everything from foundational logic and proof techniques (including direct proof, contradic...

This Logic & Set Theory Summary offers a compact and structured overview of key concepts in set theory and basic logic. Includes: definitions and notations for sets, operations like inclusion, union, intersection, reunion, complement, set division, empty set, power set, cartesian product, as well as essential definitions, properties and laws. The notes also cover functions (mappings) with properties for image, source, surjection, injection, bijection, inverse function, composite mapping, re...

Complete and detailed summary of all the material covered in the course Cyberattacks Crime and Defenses (2IMS20). The summary includes summaries of mandatory articles as well.

A concise summary of the logic and set course 2IT60 provided at the TU/e.

This is a summary based on the lectures of the course Linear Algebra and Applications (2DBI00) at Eindhoven university.