Molecular profiling related to poor prognosis in thyroid carcinoma. Combining gene expression data and biological information

C. Montero-Conde, J. M. Martín-Campos, E. Lerma, G. Gimenez, J. L. Martínez-Guitarte, N. Combalía, D. Montaner, X. Matías-Guiu, J. Dopazo, A. De Leiva, M. Robledo, D. Mauricio

Research output: Contribution to journalArticleResearch

70 Citations (Scopus)

Abstract

This paper studies questions regarding the local and global asymptotic stability of analytic autonomous ordinary differential equations in ℝn. It is well-known that such stability can be characterized in terms of Liapunov functions. The authors prove similar results for the more geometrically motivated Dulac functions. In particular it holds that any analytic autonomous ordinary differential equation having a critical point which is a global attractor admits a Dulac function. These results can be used to give criteria of global attraction in two-dimensional systems.
Original languageEnglish
Pages (from-to)1554-1561
JournalOncogene
Volume27
Issue number11
DOIs
Publication statusPublished - 6 Mar 2008

Keywords

  • Anaplastic thyroid cancer
  • Functional profile
  • Molecular signature

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