相关论文: Intersection pairing and intersection motive of su…
This paper has been withdrawn.
The paper was withdrawn due to another possible solution to the dataset that is significantly different in nature. This issue will be addressed shortly and clarified with an additional data point.
This paper has been withdrawn by the authors because the paper is largely revised and improved, and to appear in Mechanics Research Communications.
This paper had been withdrawed
This paper has been withdrawn. It will be split into two separate papers. New results will be added in both papers.
The author decided to withdraw this paper by 1) an error in Lemma 5.11 (and 5.12) which requires some justification; 2) the main result of this paper suffers overlap with arXiv:1203.5254; 3) the author decided to split arXiv:1203.5254 into…
The paper has been withdrawn by change of content and some errors in the examples.
This paper has been withdraw by the author due to adding more modeling results.
This paper has been withdrawn since we combine this paper with math.AC/0503685. All contents of the paper have been moved to math.AC/0503685.
This paper has been withdrawn by the author due a few mistakes in the paper.
We have withdrawn this paper because we have presented the basic results in Brunini & Cionco (2005), Icarus 177, 264
In this short note, we construct a minimally intersecting pair of simple closed curves that fill a genus 2 surface with an odd, greater than 3, number of punctures. This finishes the determination of minimally intersecting filling pairs for…
This paper was removed by arXiv admin due to 94% plagiarism from uncited reference hep-th/0507153.
We prove that isogenous K3 surfaces have isomorphic Chow motives. This provides a motivic interpretation of a long standing conjecture of Safarevich which has been settled only recently by Buskin. The main step consists of a new proof of…
This results in this paper have been merged with the result in arXiv:1003.0167. The authors would like to withdraw this version. Please see arXiv:1008.5356 for the merged version.
The purpose of this paper is to introduce a version of singular homology based on smooth mappings of manifolds with corners. Although variants of such a theory exists in the literature, we felt that certain points were not adequately…
We prove that the transcendental motive of any quasi elliptic surface is trivial. To prove this, we focus on the uniruledness of quasi elliptic surfaces.
This paper has been withdrawn by the authors, and instead we have replaced hep-ph/9807214 by this new version.
This paper is withdrawn by the authors, a better version is available as hep-ph/0505139.
This paper has been withdrawn by the author because has been send to other journal.