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Sobre la interpretación y la verdad en la filosofía contemporánea (y II) en Bitarte: Revista cuatrimestral de humanidades, Año 11, Nº. 33, 2004, pags. 21-43; Una izquierda antinacionalista; en Archipiélago: Cuadernos de crítica de la cultura, Nº 45, 2001, pags. 40-41; La crisis de la democracia en el País Vasco
Contemporary philosophy is the present period in the history of Western philosophy beginning at the early 20th century with the increasing professionalization of the discipline and the rise of analytic and continental philosophy.
José Manuel Cuenca Toribio, Un defensor de la tradición: Elías de Tejada, [in:] José Manuel Cuenca Toribio, Intelectuales y políticos contemporáneos, Sevilla 2000, ISBN 9788447206346, pp. 119–126; Gonzalo Díaz Díaz, Francisco Elías de Tejada, [in:] Hombres y documentos de la filosofía española, vol. III (E-G), Madrid 1988, pp. 22–28
José Ortega y Gasset (/ ɔːr ˈ t eɪ ɡ ə /; Spanish: [xoˈse oɾˈteɣaj ɣaˈset]; 9 May 1883 – 18 October 1955) was a Spanish philosopher and essayist.He worked during the first half of the 20th century while Spain oscillated between monarchy, republicanism, and dictatorship.
The direct ancestor of Department was the High Studies National School, founded in 1910 by Justo Sierra as an attempt to establish graduate level degrees and research. The School itself was created fourteen year later hosting four majors: Sciences, Philosophy, Literature, and Historic Sciences.
Continental philosophy is an umbrella term for philosophies most prominent in continental Europe, [1] [page needed] which the contemporary political thinker Michael E. Rosen has identified with certain common themes, [2] deriving from a broadly Kantian tradition and focused on personal philosophical reflection rather than exclusively empirical inquiry.
[1] [2] Once the ODE is found, it can be solved along the characteristic curves and transformed into a solution for the original PDE. For the sake of simplicity, we confine our attention to the case of a function of two independent variables x and y for the moment. Consider a quasilinear PDE of the form [3]
A Lyapunov function for an autonomous dynamical system {: ˙ = ()with an equilibrium point at = is a scalar function: that is continuous, has continuous first derivatives, is strictly positive for , and for which the time derivative ˙ = is non positive (these conditions are required on some region containing the origin).