Search results: 9
Kurskoordinator aktiverar alla Ladok-registrerade
studenter på senast 17 januari.
MM2001 VT25 heltid
MM2001 HT24-VT25 Fysik halvfart
Kurskoordinator: matematik-i@math.su.se
- Teacher: Eric Ahlqvist
- Teacher: Per Alexandersson
- Teacher: Erik Avelin
- Teacher: Rikard Bögvad
- Teacher: Eric Dannetun
- Teacher: Håkan Granath
- Teacher: Emil Jacobsen
- Teacher: Pavel Kurasov
- Teacher: Oliver Lindström
- Teacher: Annemarie Luger
- Teacher: Salvador Rodriguez Lopez
- Teacher: Jonathan Rohleder
Kurskoordinator aktiverar alla Ladok-registrerade studenter på senast 28 augusti
Schemalagda träffar (ej seminariekurs) och examinationer: Schema-distans-HT26
Frågor? matematik-i@math.su.se
- Teacher: Eric Ahlqvist
- Teacher: Annemarie Luger
- Teacher: Yishao Zhou
The course covers modern methods of cryptography,
which form a basis for secure electronic communication, and methods to
decrypt these. The focus is on the mathematical foundations in number
theory, algebraic geometry and statistics and how these are used in cryptography.
The course is of interest to those who work with security aspects of
electronic communication, but also for those who want to see one of the
more spectacular modern applications of mathematics.
Schedule
Please note that self-enrollment on the course page is not the same as course registration in Ladok.
- Teacher: Thomas Blom
- Teacher: Tuomas Tajakka
The course covers modern methods of cryptography,
which form a basis for secure electronic communication, and methods to
decrypt these. The focus is on the mathematical foundations in number
theory, algebraic geometry and statistics and how these are used in cryptography.
The course is of interest to those who work with security aspects of
electronic communication, but also for those who want to see one of the
more spectacular modern applications of mathematics.
Please note that self-enrollment on the course page is not the same as course registration in Ladok.
- Teacher: Jonas Bergström
- Teacher: Sjoerd Wijnand de Vries
The course covers modern methods of cryptography,
which form a basis for secure electronic communication, and methods to
decrypt these. The focus is on the mathematical foundations in number
theory, algebraic geometry and statistics and how these are used in cryptography.
The course is of interest to those who work with security aspects of
electronic communication, but also for those who want to see one of the
more spectacular modern applications of mathematics.
Please note that self-enrollment on the course page is not the same as course registration in Ladok.
Schedule
- Teacher: Jonas Bergström
- Teacher: Yaël Yanis Dillies
This course is taught in English
This course introduces basic as well as modern concepts of statistical learning in terms of artificial neural networks (deep learning), with applications in statistical data analysis. Topics treated include feedforward networks, regularization and optimization of networks with many layers, convolutional networks, recurrent networks and validation methods. The course also includes some of the following modern topics; autoencoders, representation learning, deep generative methods, and information theoretic concepts of deep learning.
Class Schedule
Please note that self-enrollment on the course page is not the same as course registration in Ladok.
- Teacher: Chun-Biu Li
- Teacher: Nik Tavakolian
This course is taught in English.
The course addresses the basic statistical principles from the viewpoints of both frequentist and Bayesian statistics. In particular, the topics, like point and interval estimation, test theory, likelihood theory, asymptotics, bootstrap, and model selection will be studied. The implementation of the theoretical results in statistical software is an important part of the course.
Literature: "Likelihood and Bayesian Inference: With Applications in Biology and Medicine" by Leonhard Held and Daniel Sabanés Bové, Springer 2020.
The book is available in electronic format from http://sub.su.se
Teacher: Filip Lindskog
Please note that self-enrollment on the course page is not the same as course registration in Ladok.
- Teacher: Therese Andersson
- Teacher: Sebastian Baarsen
- Teacher: Andi Rares Bodnariu
- Teacher: Ellinor Lindkvist
- Teacher: Filip Lindskog
This course is taught in English.
The course addresses the basic statistical principles from the viewpoints of both frequentist and Bayesian statistics. In particular, the topics, like point and interval estimation, test theory, likelihood theory, asymptotics, bootstrap, and model selection will be studied. The implementation of the theoretical results in statistical software is an important part of the course.
Literature: "Likelihood and Bayesian Inference: With Applications in Biology and Medicine" by Leonhard Held and Daniel Sabanés Bové, Springer 2020.
The book is available in electronic format from http://sub.su.se
Teacher: Filip Lindskog
Please note that self-enrollment on the course page is not the same as course registration in Ladok.
- Teacher: Sebastian Baarsen
- Teacher: Piotr Tomasz Chlebicki
- Teacher: Martina Favero
- Teacher: Ellinor Lindkvist
The course provides an introduction to type theory with simple and dependent types, how it can be used to represent logical systems and proofs, and how proofs give rise to computable functions. The final part of the course covers applications of type theory. The following topics are covered:
Type theory: lambda calculus, contexts, forms of judgement, simple types, inductive types. Operational semantics: confluence and normalization. The Curry-Howard isomorphism. Martin-Löf type theory: dependent types, induction and elimination rules, identity types, universes. The Brouwer-Heyting-Kolmogorov interpretation of logic. Meaning explanations. Semantics of dependent types. Explicit substitution. Category theoretical models. One or more of the following areas of application of type theory are covered: homotopy theory, models for (constructive) set theory and proof assistants.
Course Literature
Per Martin-Löf: Intuitionistic Type Theory. Bibliopolis
Please note that self-enrollment on the course page is not the same as course registration in Ladok.
- Teacher: Peter LeFanu Lumsdaine