Eva Hesse, Diaries

The Hesse Simulation Environment

Hesse and the Jacobian Conjecture

In this paper we give a survey of various recent results obtained by the authors in the study of the Jacobian Conjecture. It is shown that it suffices to investigate the conjecture for polynomial maps of the form x+H with JH nilpotent and symmetric (and one may even assume that H is homogeneous of degree 3). Furthermore it is shown that for such maps the Jacobian Conjecture is true if n ≤ 4 and...

Homage to Eva Hild

Inspired by the work of Eva Hild, I have developed some auxiliary CAD programs and design processes that make it easier to model her undulating free-form sculptures on a computer, so that similar looking maquettes can be fabricated on a 3D printer. A special focus has been placed on trying to make single-sided 2-manifolds in a similar style.

The EVA spectral descriptor.

The EVA descriptor is derived from fundamental IR and Raman range molecular vibrational frequencies. EVA is sensitive to 3-D structure, but has an advantage over field-based 3-D QSAR methods inasmuch as it is invariant to both translation and rotation of the structures concerned and thus structural superposition is not required. The latter property and the demonstration of the effectiveness of ...

Stroke -- Hesse et al. 27 (3): 455

of this Article ( ) Citation Map Email this article to a friend Similar articles found in: Stroke Online PubMed PubMed Citation This Article has been cited by: other online articles Search PubMed for articles by: Hesse, S. || Mauritz, K.H. Alert me when: new articles cite this article Download to Citation Manager (Stroke. 1996;27:455-460.) © 1996 American Heart Association, Inc.