6 Firmen mit Ergebnissen für "hyperplane"

Somagenetix

https://www.wysszurich.ch/projects/somagenetix  

8952 Schlieren, Wagistrasse 23

Gene therapy solutions for patients with severe inherited diseases.

Somagenetix

Wagistrasse 23

8952 Schlieren

12 Ergebnisse für "hyperplane" unter Somagenetix

Bounding cohomological Hilbert functions by hyperplane sections - Z...

... Brodmann, M ; Nagel, U (1995). Bounding cohomological Hilbert functions by hyperplane sections ... Bounding cohomological Hilbert functions by hyperplane sections - Zurich Open Repository and ... Bounding cohomological Hilbert functions by hyperplane sections - Zurich Open Repository and ... Bounding cohomological Hilbert functions by hyperplane sections - Zurich Open Repository and ...

Lingering random walks in random environment on a strip - Zurich Op...

... by a hyperplane in the space of parameters which shall be explicitly described. And if the support of ... the RE belongs to this hyperplane then the corresponding RW is a martingale and its asymptotic ... RE is not supported by a hyperplane in the space of parameters which shall be explicitly described ... . And if the support of the RE belongs to this hyperplane then the corresponding RW is a martingale and ...

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ETH Zürich - Numerische Materialmodellierung

http://mohr.ethz.ch/  

8005 Zürich, Technoparkstrasse 1 / Einstein PFA G 11 (2. OG)

ETH Zürich - Numerische Materialmodellierung

Technoparkstrasse 1

8005 Zürich

193 Ergebnisse für "hyperplane" unter ETH Zürich - Numerische Materialmodellierung

What are the faces of a convex polytope/polyhedron?

... need to define the notion of supporting hyperplanes. A hyperplane of contains if it is either with a ... supporting hyperplane. , and are called the vertices, edges, ridges and facets, respectively. The vertices ... faces geometrically. For this, we need to define the notion of supporting hyperplanes. A hyperplane of ... is either , itself or the intersection of with a supporting hyperplane. The faces of dimension 0 ...

ETH - Z

... this. Intersect the variety with a hyperplane. Then, study what happens to this intersection when the ... hyperplane moves in a parallel family. This allows one to understand the topology of the original variety, in ... . Lefschetz' approach goes like this. Intersect the variety with a hyperplane. Then, study what happens to ... this intersection when the hyperplane moves in a parallel family. This allows one to understand the ...

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ETH Zürich - Feasibility Lab

http://www.fl.ethz.ch  

8005 Zürich, Technoparkstrasse 1

ETH Zürich - Feasibility Lab

Technoparkstrasse 1

8005 Zürich

52 Ergebnisse für "hyperplane" unter ETH Zürich - Feasibility Lab

Computational issues – Automatic Control Laboratory | ETH Zurich

... number of polyhedra. Both approaches are based on the notion of cells and markings in hyperplane ... the algorithms can be extended to general PWA systems lacking the hyperplane arrangement (like PWA ... number of polyhedra. Both approaches are based on the notion of cells and markings in hyperplane ... the algorithms can be extended to general PWA systems lacking the hyperplane arrangement (like PWA ...

... on a transversal hyperplane of the orbit [1]. Let the state of the kite be x, and the nomi- nal ... periodic trajectory be {x⋆(τ) | τ ∈ [0, T)}. Define S(τ) as a hyperplane transversal to the orbit. The ... on a transversal hyperplane of the orbit [1]. Let the state of the kite be x, and the nomi- nal ... periodic trajectory be {x⋆(τ) | τ ∈ [0, T)}. Define S(τ) as a hyperplane transversal to the orbit. The ...

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FernUniversität in Hagen

https://www.fernuni-hagen.de/schweiz/  

8005 Zürich, Technoparkstrasse 1 / Transfer Süd 1007

 +41 44 445 19 45
 service.schweiz@fernuni-hagen.de

Die FernUniversität in Hagen ist seit über 40 Jahren eine Spezialistin für lebensbegleitendes Lernen: So erhalten Studierende auch neben Beruf oder Familienarbeit die Chance auf eine qualitativ hochwertige akademische Ausbildung.

FernUniversität in Hagen

Technoparkstrasse 1

8005 Zürich

15 Ergebnisse für "hyperplane" unter FernUniversität in Hagen

... sweep an ori- ented matroid of rank ≥ 4 with a hyperplane. The authors immedi- ately afterwards remark ... is not a loop, f is not a coloop and g 6= f . We call g the hyperplane at infinity and f the ... sweep an ori- ented matroid of rank ≥ 4 with a hyperplane. The authors immedi- ately afterwards remark ... is not a loop, f is not a coloop and g 6= f . We call g the hyperplane at infinity and f the ...

... Diskrete Mathematik und Optimierung Winfried Hochsta¨ttler: A Hadwiger Conjecture for Hyperplane ... matroids, oriented matroids A Hadwiger Conjecture for Hyperplane Arrangements Winfried Hochsta¨ttler ... Diskrete Mathematik und Optimierung Winfried Hochsta¨ttler: A Hadwiger Conjecture for Hyperplane ... matroids, oriented matroids A Hadwiger Conjecture for Hyperplane Arrangements Winfried Hochsta¨ttler ...

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University of Zurich

https://www.campus-schlieren.uzh.ch/en.html  

8952 Schlieren, Wagistrasse 12

The University of Zurich (UZH) is Switzerland’s largest university, with seven faculties and a current enrollment of over 26,000 students. More than 5,000 highly qualified members of the teaching staff, including some 580 professors, teach and conduct research at the 150 University institutes. In the field of life sciences, the University of Zurich is well known for its groundbreaking research in medicine, immunology, neuroscience, and structural biology. In the interest of serving the community, the University of Zurich promotes the transfer of research-based knowledge to private enterprise, and our spin-off ventures and business partnerships regularly lead to the creation of attractive jobs in innovative fields.

University of Zurich

Wagistrasse 12

8952 Schlieren

11 Ergebnisse für "hyperplane" unter University of Zurich

Model-based feature construction for multivariate decoding - Zurich...

... the separating hyperplane. Since the approach is model-based, it provides a principled dimensionality ... from trial-wise estimates of the model parameters; and (iii) reconstructing the separating hyperplane ... parameters; and (iii) reconstructing the separating hyperplane. Since the approach is model-based, it ... ) reconstructing the separating hyperplane. Since the approach is model-based, it provides a principled ...

Predicting Onset of Improvement under Antidepressants and Antipsychotics

... patients were projected onto the hyperplane through the eigenvectors associated with the 2 largest ... improvers (n=81). The 257 patients were projected onto the hyperplane through the eigenvectors associated ...

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ETH Entrepreneurship

https://ethz.ch/en/industry/entrepreneurship.html  

8952 Schlieren, Wagistrasse 18


 entrepreneurship@ethz.ch

Excellence in entrepreneurship at ETH Zurich is driven by world-​class research and education. It gives rise to groundbreaking new ventures that consolidate Switzerland’s technological leadership. Are you an aspiring entrepreneur seeking to find solutions to global challenges and create a better future for humanity. Or are you just interested in the entrepreneurial ecosystem at ETH Zurich? Browse our websites to find out more or reach out to the Entrepreneurship group, if you have any questions. 

ETH Entrepreneurship

Wagistrasse 18

8952 Schlieren

72 Ergebnisse für "hyperplane" unter ETH Entrepreneurship

... parallelotope P ⊂ V spanned by a Z-basis of V ∩ Λ. A hyperplane V (always of dimension k − 1) is called small if ... small) hyperplane H remains small (with respect to Λ+ c) if there exists some T0 ∈ R such that for all t ... parallelotope P ⊂ V spanned by a Z-basis of V ∩ Λ. A hyperplane V (always of dimension k − 1) is called small if ... small) hyperplane H remains small (with respect to Λ+ c) if there exists some T0 ∈ R such that for all t ...

... Theorem) Any two compact convex sets C,D ⊂ Rd with C ∩ D = ∅ can be separated strictly by a hyperplane ... , that is, there exists a hyperplane h such that C and D lie in the opposite open halfspaces bounded by h ... Theorem) Any two compact convex sets C,D ⊂ Rd with C ∩ D = ∅ can be separated strictly by a hyperplane ... , that is, there exists a hyperplane h such that C and D lie in the opposite open halfspaces bounded by h ...

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