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On the numbers $e^e, e^{e^2}$ and $e^{\pi^2}$.
We give two measures of simultaneous approximation by algebraic numbers, the first one for the triple $( e, e^e, e^{e^2})$ and the second one for $(\pi, e, e^{\pi^2})$. We deduce from these measures two transcendence results which had been proved in the early 70's by W. D. Brownawell and the author.
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Immunosenescence: participation of T lymphocytes and myeloid-derived suppressor cells in aging-related immune response changes. [PDF]
Alves AS, Bueno V.
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Determinação do valor t-s na terra roxa legítima e a aplicação da fórmula Vageler [PDF]
J. E. de Paiva Neto
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Structure and oil and gas resources of the Osage Reservation, Oklahoma. T. 27 N., R. 9 E. [PDF]
Dean E. Winchester
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