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Peer Reviewed
See detailSome naturally defined star products for Kaehler manifolds
Schlichenmaier, Martin UL

Scientific Conference (2014, March 10)

Detailed reference viewed: 40 (3 UL)
Peer Reviewed
See detailSome naturally defined star products for Kaehler manifolds
Schlichenmaier, Martin UL

Scientific Conference (2014, April 02)

Detailed reference viewed: 43 (1 UL)
Peer Reviewed
See detailSome naturally defined star products for Kaehler manifolds
Schlichenmaier, Martin UL

Scientific Conference (2016)

Detailed reference viewed: 50 (0 UL)
Peer Reviewed
See detailSome naturally defined star products for Kaehler manifolds
Schlichenmaier, Martin UL

Scientific Conference (2016, May 19)

Detailed reference viewed: 41 (2 UL)
Full Text
Peer Reviewed
See detailSome naturally defined star products for Kaehler manifolds
Schlichenmaier, Martin UL

Scientific Conference (2016, April 30)

Detailed reference viewed: 62 (3 UL)
Peer Reviewed
See detailSome naturally defined star products for Kaehler manifolds
Schlichenmaier, Martin UL

Scientific Conference (2016, January 05)

Detailed reference viewed: 48 (2 UL)
See detailSome naturally defined star products for Kaehler manifolds
Schlichenmaier, Martin UL

Scientific Conference (2019, September 10)

Detailed reference viewed: 52 (1 UL)
Peer Reviewed
See detailSome naturally defined star products for Kaehler manifolds
Schlichenmaier, Martin UL

Scientific Conference (2017, November 27)

Detailed reference viewed: 51 (4 UL)
Full Text
Peer Reviewed
See detailSome naturally defined star products for Kähler manifolds
Schlichenmaier, Martin UL

in Travaux Mathématiques (2012)

Detailed reference viewed: 74 (2 UL)
Peer Reviewed
See detailSome naturally defined star products on Kaehler manifolds
Schlichenmaier, Martin UL

Scientific Conference (2015, October 01)

Detailed reference viewed: 50 (4 UL)
Full Text
See detailSome naturally defined star products on K\"ahler manifolds
Schlichenmaier, Martin UL

Scientific Conference (2013, October 17)

Detailed reference viewed: 70 (7 UL)
See detailSome naturally defined star products on K\"ahler manifolds
Schlichenmaier, Martin UL

Scientific Conference (2013, July 02)

Detailed reference viewed: 50 (2 UL)
See detailSome naturally defined star products on K\"ahler manifolds
Schlichenmaier, Martin UL

Scientific Conference (2013, September 10)

Detailed reference viewed: 50 (4 UL)
See detailSome naturally defined star products on Kaehler manifolds
Schlichenmaier, Martin UL

Presentation (2015, June 04)

Detailed reference viewed: 41 (4 UL)
Peer Reviewed
See detailSome perspectives on new developments in teaching and education
Greiff, Samuel UL

Scientific Conference (2011, September 03)

Detailed reference viewed: 48 (1 UL)
Peer Reviewed
See detailSome predictors of school placement decisions in Luxembourg: Results from a large-scale study.
Klapproth, Florian; Glock, Sabine; Böhmer, Matthias UL et al

Scientific Conference (2012, June)

Detailed reference viewed: 48 (0 UL)
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Peer Reviewed
See detailSome Prevalent Sets in Multifractal Analysis: How Smooth is Almost Every Function in T_p^\alpha(x)
Loosveldt, Laurent UL; Nicolay, Samuel

in Journal of Fourier Analysis and Applications (2022), 28(4),

We present prevalent results concerning generalized versions of the $T_p^\alpha$ spaces, initially introduced by Calderón and Zygmund. We notably show that the logarithmic correction appearing in the ... [more ▼]

We present prevalent results concerning generalized versions of the $T_p^\alpha$ spaces, initially introduced by Calderón and Zygmund. We notably show that the logarithmic correction appearing in the quasi-characterization of such spaces is mandatory for almost every function; it is in particular true for the Hölder spaces, for which the existence of the correction was showed necessary for a specific function. We also show that almost every function from $T_p^α (x0 )$ has α as generalized Hölder exponent at $x_0$. [less ▲]

Detailed reference viewed: 24 (2 UL)
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Peer Reviewed
See detailSome Properties of Homogenous Trellis-Constrained Codes
Franck, Christian UL; Sorger, Ulrich UL

Poster (2016)

We consider Homogenous Trellis-Constrained Codes (HTCC), a generalization of Turbo-codes where all bits are constrained. No efficient decoding algorithm is known for these codes, so our results are ... [more ▼]

We consider Homogenous Trellis-Constrained Codes (HTCC), a generalization of Turbo-codes where all bits are constrained. No efficient decoding algorithm is known for these codes, so our results are primarily of theoretical interest. We propose a technique to derive an upper bound for the maximum-likelihood (ML) decoding of BSC errors. Our tech- nique is based on the weight distributions of the constituent codes and it can also be used when a specific number of errors e is known. We observe that with an ML-decoder some HTCC codes exhibit an error correcting performance close to that of random codes. For those codes we also observe a significant performance gap between ML-decoding and practical decoding based on belief-propagation. [less ▲]

Detailed reference viewed: 170 (7 UL)
Full Text
Peer Reviewed
See detailSome Reflections on a Computer-aided Theory Exploration Study in Category Theory (Extended Abstract)
Benzmüller, Christoph UL; Scott, Dana S.

in 3rd Conference on Artificial Intelligence and Theorem Proving (AITP 2018), Book of Abstracts (2018)

Detailed reference viewed: 33 (0 UL)