Real forms of Lie algebras and Lie superalgebras

In questa tesi abbiamo studiato le forme reali di algebre e superalgebre di Lie. Il lavoro si suddivide in tre capitoli diversi, il primo è di introduzione alle algebre di Lie e serve per dare le prime basi di questa teoria e le notazioni. Nel secondo capitolo abbiamo introdotto le algebre compatte e le forme reali. Abbiamo visto come sono correlate tra di loro tramite strumenti potenti come l'involuzione di Cartan e relativa decomposizione ed i diagrammi di Vogan e abbiamo introdotto un algoritmo chiamato "push the button" utile per verificare se due diagrammi di Vogan sono equivalenti. Il terzo capitolo segue la struttura dei primi due, inizialmente abbiamo introdotto le superalgebre di Lie con relativi sistemi di radici e abbiamo proseguito studiando le relative forme reali, diagrammi di Vogan e abbiamo introdotto anche qua l'algoritmo "push the button".

Algebre di Lie e gruppi risolubili e nilpotenti: un parallelismo

Tesi in algebra che propone uno studio parallelo di risolubilità e nilpotenza nei gruppi e nelle algebre di Lie. Vengono descritte dapprima le algebre di Lie in modo da fornire una conoscenza preliminare riguardo a questa struttura algebrica. In seguito esse vengono messe a confronto con i gruppi sotto l'aspetto appunto di risolubilità e nilpotenza.

The developmental and evolutionary origins of psychological essentialism lie in sortal object individuation

Cimpian & Salomon (C&S) present promising steps towards understanding the cognitive underpinnings of adult essentialism. However, their approach is less convincing regarding ontogenetic and evolutionary aspects. In contrast to C&S's claim, the so-called inherence heuristic, though perhaps vital in adult reasoning, seems an implausible candidate for the developmental and evolutionary foundations of psychological essentialism. A more plausible candidate is kind-based object individuation that already embodies essentialist modes of thinking and that is present in infants and nonhuman primates.

Die Nationalversammlung aufgelöst: Eine Thronrede: Wenn ich ein König wäre, der noch vor wenigen Wochen in der unseligsten Verblendung 14 Stunden lang sein Volk beschießen ließ ...

Welsch (Projektbearbeiter): Wenn Friedrich Wilhelm IV. seine eigenen Versprechungen vom März 1848 ernst nähme, müßte er seine Minister entlassen, die Nationalversammlung auflösen und selbst zurücktreten: "... das Volk soll Männer berufen, die an den Gräbern des Friedrichshains das Mark der Revolution empfangen." Verfaßt von dem Berliner Philologiestudenten und Aktivisten des Demokratischen Klubs Edmund Monecke und veröffentlicht in der Form einer (fiktiven) Thronrede. Datierung des Flugblatts nach Friedländer, S. 164

Preußens Bartholomäusnacht: Nein, wir wollen keinen König, der sein Volk kartätschen ließ, Der die Bittenden mit Hohne fort von seiner Schwelle stieß ...

Welsch (Projektbearbeiter): Rachegedicht an die Adresse Friedrich Wilhelms IV. nach den Berliner Barrikadenkämpfen vom 18. und 19. März 1848: "Zittre nun, du Menschenschlächter, vor der blut'gen Rechenschaft! Diese Saat, die du gesäet, wird zur Ernte blutig reifen, Wenn die Völker zu dem Schwerte mit dem starken Arme greifen."

The Jewish Bogey by Lucien Wolf, London - The History of a Lie, study by Herman Bernstein, New York [Rezension]

Paul Nathan

Solution of optimal continuous low-thrust transfer using Lie transforms

This paper addresses the problem of optimal constant continuous low-thrust transfer in the context of the restricted two-body problem (R2BP). Using the Pontryagin’s principle, the problem is formulated as a two point boundary value problem (TPBVP) for a Hamiltonian system. Lie transforms obtained through the Deprit method allow us to obtain the canonical mapping of the phase flow as a series in terms of the order of magnitude of the thrust applied. The reachable set of states starting from a given initial condition using optimal control policy is obtained analytically. In addition, a particular optimal transfer can be computed as the solution of a non-linear algebraic equation. Se investiga el uso de series y transformadas de Lie en problemas de optimización de trayectorias de satélites impulsados por motores de bajo empuje

The Lie That Tells the Truth: Creating Truth in Fiction and the Novel Delivering Hope

What makes fiction believable is the truth behind the words. This Capstone Project explores the ways in which authors put the truth on the page while simultaneously fabricating stories. The Reflective Paper examines writing techniques used to make the reader trust the story and the storyteller. The Creative Capstone is the result of applying these craft skills to Delivering Hope, a novel in progress about a critically ill baby bringing a dysfunctional family back together. The author relies on her personal experience of high- risk pregnancy and preterm birth to help create truth in her fiction.

Archives de l'Institut botanique de l'Université de Liège.

1, 1897

Archives de l'Institut botanique de l'Université de Liège.

2, 1900