Reflexiones sobre ciencia, economía, ecología, política y comportamiento humano
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Series
En la red
Categorías
2006-2019
Abstract
In this paper we show that ${\cal N}={\bf R^3_{mnpq}}/4$, where ${\cal N}$ means the number of supersymmetries, {\bf R} means the curvature tensor, and $ means we don't know how to convert TeX back to ordinary text.
That's not really what this paper is about, but we needed to pad out the abstract, since nowadays abstracts are longer than most introductions. That's because nobody reads papers anymore (unless someone tells them to). Unfortunately, we can't fit anything interesting into the Abstract, because arXiv.org refuses to let us include sound effects, movies, and odors.
In this paper we actually explain the title, authors, institution, and abstract. Next comes some propaganda about how exciting and wonderful some recent developments are. Then we ramble on about some other things bothering us, like why our papers don't get cited more often. (Hey, you know how to use URL's, don't you?) Then there's some physics in there somewhere. Finally, we conclude with an Appendix, Glossary, and References, since that's all that people read anyway (assuming they stayed awake through this Abstract).
2007-03-22 19:07 | |
URL de trackback de esta historia http://ecos.blogalia.com//trackbacks/48143
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Je, je, je... 8-D |
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