Results 31 to 40 of about 337,808 (299)
15 pages, latex, to appear in Phys. Rev. D (Rapid Com.)
Lazarides, G., Panagiotakopoulos, C.
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Utility Perception in System Dynamics Models
The utility perceived by individuals is believed to be different from the utility experienced by that individual. System dynamicists implicitly categorize this phenomenon as a form of bounded rationality, and traditionally employ an exponential smoothing
Saeed P. Langarudi, Isa Bar-On
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Sharpening Sparse Regularizers via Smoothing
Non-convex sparsity-inducing penalties outperform their convex counterparts, but generally sacrifice the cost function convexity. As a middle ground, we propose the sharpening sparse regularizers (SSR) framework to design non-separable non-convex ...
Abdullah H. Al-Shabili +2 more
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SMOOTH ORDER SINGULARITIES [PDF]
In [4] it was shown that the center of Cayley–Hamilton smooth orders is smooth whenever the central dimension is at most 2 and that there may be singularities in higher dimensions. In this paper, we give methods to classify central singularities of smooth orders up to smooth equivalence in arbitrary dimension and show that these methods are strong ...
Bocklandt, Raf +2 more
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Unsatisfactory quality of the surface layer of additive products, in particular increased surface roughness, prevents the widespread use of electron beam powder bed fusion (EBPBF).
Samat K. Mukanov +3 more
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Este trabalho busca estabelecer procedimentos ótimos para o mapeamento digital da declividade em microbacias com Sistemas de Informação Geográfica (SIG). Através dos testes, avaliaram-se os métodos de geoprocessamento, de acordo com análises de regressão
Márcio de M. Valeriano
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Smooth Quantile Normalization [PDF]
AbstractBetween-sample normalization is a critical step in genomic data analysis to remove systematic bias and unwanted technical variation in high-throughput data. Global normalization methods are based on the assumption that observed variability in global properties is due to technical reasons and are unrelated to the biology of interest. For example,
Hicks, Stephanie C +5 more
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We construct two knot invariants. The first knot invariant is a matrix constructed using linking numbers. This matrix can be represented as a two variable polynomial. The second is an invariant of flat knots and is a formal sum of flat knots obtained by smoothing pairs of crossings. This invariant can be used in conjunction with other flat invariants,
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Looking for the universal covering of the smooth non-commutative torus leads to a curve of associative multiplications on the space $\Cal O_M'(\Bbb R^{2n})\cong \Cal O_C(\Bbb R^{2n})$ of Laurent Schwartz which is smooth in the deformation parameter $\hbar$. The Taylor expansion in $\hbar$ leads to the formal Moyal star product.
Dubois-Violette, Michel +3 more
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