Search results for "Simo"
showing 10 items of 459 documents
[Una definizione di feudalesimo]
2004
Proposte di definizione di "feudalesimo" secondo la recente storiografia
"Bolívar, elät kanssamme!" : Simón Bolívar Hugo Chávezin retoriikassa
2012
Simon Starling, A l’ombre du pin tordu
2018
L’exposition consacrée à l’artiste britannique Simon Starling (1967/) à Sérignan témoigne exemplairement du tournant pris depuis les œuvres des années 1990 et 2000 dont l’une, Shedboatshed, lui a valu le prix Turner en 2005. À vrai dire, l’inflexion de son art vers une interrogation portant non sur l’identité, mais sur la présence était sensible dans une précédente exposition dédoublée entre le Mac/Val et le Parc Saint Léger en 2009. Pratiques de la déconstruction et de la reconstruction, le...
Naurua Medusan tapaan : feministisen ironian ja yhteiskuntakritiikin mahdollisuuksista
2020
Medusa esiintyy antiikin mytologiassa käärmehiuksisena naishirviönä, gorgona, jonka kivettävää katsetta rohkeimmatkin miehet pelkäävät. Medusan myytissä esille tulevaa naiskuvaa on käsitelty sekä taiteentutkimuksessa että filosofiassa. Feministifilosofi ja -kirjailija Hélène Cixous (s. 1937) tekee myytistä ironisen tulkinnan, jossa Medusa nauraa häntä vastaan taistelevien miesten turhalle pelolle. Muutamia poikkeuksia lukuun ottamatta ironian ja feministisen filosofian välisiä yhteyksiä ei kuitenkaan ole selvitetty. Mitä Medusan myytti ja ironia tarjoavat feministiselle yhteiskuntakritiikille? Entä voiko ironia toimia uudenlaisen kirjoittamisen ja ajattelun tapana? peerReviewed
La irreductibilidad de lo negativo. Notas sobre la violencia a partir de Simone Weil
2009
Recovering a variable exponent
2021
We consider an inverse problem of recovering the non-linearity in the one dimensional variable exponent $p(x)$-Laplace equation from the Dirichlet-to-Neumann map. The variable exponent can be recovered up to the natural obstruction of rearrangements. The main technique is using the properties of a moment problem after reducing the inverse problem to determining a function from its $L^p$-norms.
Application of time-dependent many-body perturbation theory to excitation spectra of selected finite model systems
2016
In this thesis, an approximate method introduced to solve time-dependent many-body problems known as time-dependent many-body perturbation theory is studied. Many-body perturbation theory for interacting electrons and phonons is reviewed. In particular, the electron propagator G and an unconventional two-component phonon propagator, which satisfy coupled integral Dyson equations, are introduced. In practice, the associated integral kernels known as the electron Σ and phonon self-energies need to be approximated. The conserving approximations known as the Hartree (-Fock) and the first and second Born approximations, which respect the continuity equation between the electron density and curren…
Rifare città: oltre l’apparenza
2005
La percezione di una nuova e più complessa eterogeneità dei fruitori dello spazio urbano (esito anche di migrazioni intercontinentali) e il riconoscimento dell'abitante quale attore primario della città sta modificando il punto di vista dell'urbanistica. Gli schemi di conservazione, di regolazione, di difesa, spesso nominalistica, di standard di servizi passano in secondo piano rispetto all'urgenza di ridefinire o riscoprire forme fisiche, regole di convivenza e pratiche d'uso degli spazi urbani e delle risorse territoriali.
Simone Weil e il pane soprannaturale della giustizia
2009
Biharmonic obstacle problem: guaranteed and computable error bounds for approximate solutions
2020
The paper is concerned with a free boundary problem generated by the biharmonic operator and an obstacle. The main goal is to deduce a fully guaranteed upper bound of the difference between the exact minimizer u and any function (approximation) from the corresponding energy class (which consists of the functions in $H^2$ satisfying the prescribed boundary conditions and the restrictions stipulated by the obstacle). For this purpose we use the duality method of the calculus of variations and general type error identities earlier derived for a wide class of convex variational problems. By this method, we define a combined primal--dual measure of error. It contains four terms of different natu…