Picturing Currere towards c u r a : rhizo-imaginary for curriculum

This critical inquiry in curriculum studies uses poststructuralist and Deleuzian rhizomatic approaches alongside an original 'picturing' methodology. The author genealogically maps historical and contemporary curriculum theorising to deconstruct curriculum 'development' and foreground currere (curriculum reconceptualising). In performing Deleuzian philosophy, his proposed c u r a reimagines curriculum via currere to envision generatively living-learning

Cyclopalladated complexes containing 2-C 6 R 4 PPh 2 ligands (R = H, F): one-electron electrochemical reduction leading to metal–carbon σ-bond cleavage via palladium( i )

Three new ortho -metallated palladium complexes, [Pd(O,O’-hfacac)(κ2-2-C6F4PPh2)] (11), [Pd2(O,O’hfacac)2(μ-2-C6F4PPh2)2](12) and [Pd(O,O’-hfacac)(κC-2-C6F4PPh2)(PPh3)] (13) (hfacac = hexafluoroace-tylacetonate), have been prepared and fully characterised. The electrochemical reductions of complexes 11–13, together with those of other cyclopalladated complexes containing 2C6R4PPh2 ligands (R = H, F) were studied by cyclic, rotating disk and microelectrode voltammetry. Evidence for the one-electron reduction of [PdI(κ2-2-C6F4PPh2)(PPh2Fc)] (6) was obtained from coulometric analysis, although the product is unstable and undergoes further chemical processes. Preparative electro-reduction of [Pd2(μ-Br)2(κ2-2-C6F4PPh2)2] (7) in CH2Cl2 causes reductive cleavage of its Pd–C σ-bonds and formation of the complex [PdBr2{PPh2(2-C6F4H)}2](14); possible mechanisms are discussed.

Bi-Lipschitz G-triviality and Newton polyhedra, G = R, C, K, R-V, C-V, K-V

In this work we provide estimates for the bi-Lipschitz G-triviality, G = C or K, for a family of map germs satisfying a Lojasiewicz condition. We work with two cases: the class of weighted homogeneous map germs and the class of non-degenerate map germs with respect to some Newton polyhedron. We also consider the bi-Lipschitz triviality for families of map germs defined on an analytic variety V. We give estimates for the bi-Lipschitz G(V)-triviality where G = R,C or K in the weighted homogeneous case. Here we assume that the map germ and the analytic variety are both weighted homogeneous with respect to the same weights. The method applied in this paper is based in the construction of controlled vector fields in the presence of a suitable Lojasiewicz condition. In the last section of this work we compare our results with other results related to this work showing tables with all estimates that we know, including ours.

Centro de estudios latinos: Curso internacional 1998: La lol et la pratique.dra. Mireille Corbier, directora de investigación del C.N.R.S, directora de L'Année epigraphique

Fil: Buisel, María Delia. Universidad Nacional de La Plata. Facultad de Humanidades y Ciencias de la Educación; Argentina.

Centro de estudios latinos: Curso internacional 1998: La lol et la pratique.dra. Mireille Corbier, directora de investigación del C.N.R.S, directora de L'Année epigraphique

Fil: Buisel, María Delia. Universidad Nacional de La Plata. Facultad de Humanidades y Ciencias de la Educación; Argentina.

Centro de estudios latinos: Curso internacional 1998: La lol et la pratique.dra. Mireille Corbier, directora de investigación del C.N.R.S, directora de L'Année epigraphique

Fil: Buisel, María Delia. Universidad Nacional de La Plata. Facultad de Humanidades y Ciencias de la Educación; Argentina.

Sport Center C.A.R.D., Las Rozas, Madrid (1987)

Sport Center C.A.R.D., Las Rozas, Madrid (1987)

Moriscos peninsulares, moros filipinos y el islam en el extremo oriental del imperio español: estudio y edición de la Segunda carta para la S.C.M.R. acerca de los mahometanos de las Philipinas de Melchor de Ávalos (1585)

Exposición y análisis de los argumentos que utilizó Melchor de Ávalos en la "Segunda carta para la S.C.M.R acerca de los mahometanos de las Philipinas", que dirige a Felipe II en 1585. Se concluye que son argumentos del derecho canónico que ya se utilizaron para justificar la conquista de al-Andalus primero y luego la expulsión de los moriscos. Se publica como apéndice este documento.