Erweiterte Suche der Leibniz Universität Hannover
Weitere Suchvorschläge: output, planned
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For this reason, this paper analysis the influence of the uncertainty budget on deduced products like the free form curves, i.e. B Spline curves. In many cases, the free form estimation is based on scanning thesis test that the residuals still contain random and system uncertainties caused by instrumental, object related as well as atmospheric influence.
For this reason, this paper analysis the influence of the uncertainty budget on deduced products like the free form curves, i.e. B Spline curves. In many cases, the free form estimation is based on scanning thesis test that the residuals still contain random and system uncertainties caused by instrumental, object related as well as atmospheric influence.
For this reason, this paper analysis the influence of the uncertainty budget on deduced products like the free form curves, i.e. B Spline curves. In many cases, the free form estimation is based on scanning thesis test that the residuals still contain random and system uncertainties caused by instrumental, object related as well as atmospheric influence.
Influence of the uncertainty budget on B Spline curve estimation Led by: Ingo Neumann, Boris Kargoll, Hamza Alkhatib Team: Xin Zhao Year: 2017 Date: 01 01 17 Duration: 2017 2019 Is Finished: yes Project description In order to guarantee the quality of a freeform curve and to get more meaningful analysis results, it is essential to be aware of all uncertainties resources and their impact on the estimation.
Influence of the uncertainty budget on B Spline curve estimation Led by: Ingo Neumann, Boris Kargoll, Hamza Alkhatib Team: Xin Zhao Year: 2017 Date: 01 01 17 Duration: 2017 2019 Is Finished: yes Project description In order to guarantee the quality of a freeform curve and to get more meaningful analysis results, it is essential to be aware of all uncertainties resources and their impact on the estimation.
For this reason, this paper analysis the influence of the uncertainty budget on deduced products like the free form curves, i.e. B Spline curves. In many cases, the free form estimation is based on scanning thesis test that the residuals still contain random and system uncertainties caused by instrumental, object related as well as atmospheric influence.
For this reason, this paper analysis the influence of the uncertainty budget on deduced products like the free form curves, i.e. B Spline curves. In many cases, the free form estimation is based on scanning thesis test that the residuals still contain random and system uncertainties caused by instrumental, object related as well as atmospheric influence.
For this reason, this paper analysis the influence of the uncertainty budget on deduced products like the free form curves, i.e. B Spline curves. In many cases, the free form estimation is based on scanning thesis test that the residuals still contain random and system uncertainties caused by instrumental, object related as well as atmospheric influence.
It is shown in [BGF23; Voi22] that a principally polarized abelian variety A satisfies the integral Hodge conjecture for curve classes if and only if there is an abelian variety B such that A×B is isomorphic to a product of Jacobians of curves. A natural strategy to prove the integral Hodge conjecture for curve classes on an abelian variety A is to construct isogenies of coprime degrees from Jacobians of curves
The characteristic polynomial of L remains constant in t and it defines a plane algebraic curve S with the equation: det ( z−L(λ) ) = 0. the case, when L(λ) is a polynomial in λ, say of degree d . Theorem (Beauville) Let S be a smooth compact curve in |O(d)| of genus g = (n−1)(dn−2)/2.
Logistic production operating curves basic model of the theory of logistic operating curves authored by Peter Nyhuis Abstract One key task of production logistics is the positioning of work systems in the field of conflict between the logistic performance measures throughput time, work in progress WIP level, machine utilisation and schedule reliability. The interdependencies of these logistic performance measures can be simul...
Elliptic Curves verfasst von Matthias Schütt, Tetsuji Shioda Abstract We review the definitions of elliptic curves and the group law. Then we state the Mordell Weil theorem for elliptic curves over a number field and discuss degenerations of elliptic curves as a step towards the introduction of elliptic surfaces.
Curve momentum verfasst von Raphael Paschke, Marcel Prokopczuk, Chardin Wese Simen Abstract We propose a momentum strategy that operates within commodity futures curves. The diversified curve momentum strategy generates a significantly positive average excess return and a annualized Sharpe ratio of 1.28. The profitability of the strategy has increased markedly in the more recent years.
Projective geometry of elliptic curves authored by Klaus Hulek Organisation s Institute of Algebraic Geometry Type Other publication Publication date 1986 Publication status Published Peer reviewed Yes BibTeX misc 0b6e1af955bd46e0b1dd5c6582017c61, title Projective geometry of elliptic curves , author Klaus Hulek , year 1986 , language English , series Ast e risque , publisher Societe Mathematique de France , address France , ...
Embeddings of curves and surfaces authored by Fabrizio Catanese, Marco Franciosi, Klaus Hulek, Miles Reid Organisation s Institute of Applied Mathematics External Organisation s University of Göttingen Scuola Normale Superiore di Pisa University of Warwick Type Article Journal Nagoya Mathematical Journal Volume 154 Pages 185 220 No. of pages 36 ISSN 0027 7630 Publication date 06.1999 Publication status Published Peer reviewed Yes ASJC...
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