It is a condition that you satisfy the enrolment requirements for the PhD programme at the University of Bergen. The state labour force shall reflect the diversity of Norwegian society to the greatest extent possible. People with immigrant backgrounds and people with disabilities are encouraged to apply for the position. We encourage women to apply. If multiple applicants have approximately equivalent qualifications, the rules pertaining to moderate gender quotas shall apply. The University of Bergen applies the principle of public access to information when recruiting staff for academic positions.
Information about applicants may be made public even if the applicant has asked not to be named on the list of persons who have applied. The applicant must be notified if the request to be omitted is not met. The successful applicant must comply with the guidelines that apply to the position at all times. For further information about the recruitment process, click here. For further information about the position and to apply, click here.
Receive announcements about conferences, news, job openings and more by subscribing to our mailing list. The position is for a fixed-term period of 4 years. Jul 4, Master students can apply provided they complete their final master exam before It is a condition of employment that the master's degree has been awarded. We expect the applicants to have excellent mathematical knowledge in probability theory and linear algebra.
Applicants must be able to work independently and in a structured manner, and demonstrate good collaborative skills. Applicants must be proficient in both written and oral English. Additive polynomials have been employed in number theory and algebraic geometry, and applied to constructing error-correcting codes and cryptographic protocols. In this talk we will present fast algorithms for decomposing and factoring additive polynomials, and also for counting the number of decompositions with particular degree sequences.
Algebraically, we show how to reduce the problem of decomposing additive polynomials to decomposing a related associative algebra, the eigenring. We give computationally efficient versions of the Jordan-Holder and Krull-Schmidt theorems in this context to describe all possible factorization. Geometrically, we show how to compute a representation of the Frobenius operator on the space of roots, and how its Jordan form can be used to count the number of decompositions.
We also describe an inverse theory, from which we can construct and count the number of additive polynomials with specified factorization patterns. The paper concerns the computation of something similar to Gaussian elimination but for matrices with entries which are polynomials univariate. These kind of computations were recently improved by Vincent for square matrices, but it was still open how to generalise these results to cover rectangular matrices.
In the end, we found a very elegant randomized algorithm, which is fast in many cases, and a more sophisticated algorithm which works well in almost all cases. The issue is not completely settled, though, and there are still a spectrum of input for which we believe a slightly faster algorithm should exist. WordPress theme developed by Webriti. Admin login. Toggle navigation. New PhD Student. Nielsen No Comments. Postdoc Sven Puchinger started Johan S. Coding Theory Cartoon Johan S. Research visit by Sven Puchinger Johan S.
Research project in the media Johan S. Paper on record-breaking decoding accepted Johan S.
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|Master thesis coding theory||In practice, information theoretic security is expensive, because the messages that can be secured can be only as long as the keys that can be generated. Haghighatshoar, and G. Stichworte: Distributed machine learning, straggler mitigation, neural networks, coding theory. Voraussetzungen Coding theory, combinatorics, analysis Good programming skills. Depending on the channel properties, the receive signal in a communication system can be severely distorted, causing inter-symbol interference. It would be shown that under suitable formulations preserving all salient features the two problem of Identification Ahlswede and Dueck, and Authentication Simmons, G. This results in a low modulation efficiency for such discrete nonlinear spectrum NFDM systems.|
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|Master thesis coding theory||Knowledge of matrix analysis will be a strong advantage. We expect the applicants to have excellent mathematical knowledge in probability theory and linear algebra. In the above there are maybe different proof styles. The coin weighing problem. Receive announcements about conferences, news, job openings and more by subscribing to our mailing list. For more detailed descriptions of course contents please link to the relevant course details.|
|Custom reflective essay editing website for masters||Depending on the channel properties, the receive signal in a communication system can be severely distorted, causing inter-symbol interference. Find us here. Ronquillo, and T. Shimizu, G. Beschreibung It would be shown that under suitable formulations preserving all salient features the two problem of Identification Ahlswede and Dueck, and Authentication Simmons, G. IEEE,pp. In this thesis, the student after studying deterministic identification will construct the explicit codes for certain channels.|
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