Silicon Photonics Integrated Circuits for Flexible Optical Systems

This dissertation deals with the design and the characterization of novel reconfigurable silicon-on-insulator (SOI) devices to filter and route optical signals on-chip. Design is carried out through circuit simulations based on basic circuit elements (Building Blocks, BBs) in order to prove the feasibility of an approach allowing to move the design of Photonic Integrated Circuits (PICs) toward the system level. CMOS compatibility and large integration scale make SOI one of the most promising material to realize PICs. The concepts of generic foundry and BB based circuit simulations for the design are emerging as a solution to reduce the costs and increase the circuit complexity. To validate the BB based approach, the development of some of the most important BBs is performed first. A novel tunable coupler is also presented and it is demonstrated to be a valuable alternative to the known solutions. Two novel multi-element PICs are then analysed: a narrow linewidth single mode resonator and a passband filter with widely tunable bandwidth. Extensive circuit simulations are carried out to determine their performance, taking into account fabrication tolerances. The first PIC is based on two Grating Assisted Couplers in a ring resonator (RR) configuration. It is shown that a trade-off between performance, resonance bandwidth and device footprint has to be performed. The device could be employed to realize reconfigurable add-drop de/multiplexers. Sensitivity with respect to fabrication tolerances and spurious effects is however observed. The second PIC is based on an unbalanced Mach-Zehnder interferometer loaded with two RRs. Overall good performance and robustness to fabrication tolerances and nonlinear effects have confirmed its applicability for the realization of flexible optical systems. Simulated and measured devices behaviour is shown to be in agreement thus demonstrating the viability of a BB based approach to the design of complex PICs.

Higher Chern-Simons gauge theory

Higher gauge theory arises naturally in superstring theory, but many of its features remain obscure. In this thesis, after an exposition of the bacis tools in local higher gauge theory, a higher gauge Chern-Simons model is defined. We discuss the classical equations of motion as well as the behaviour of the gauge anomaly. We perform canonical quantization and we introduce two possible quantization schemes for the model. We also expound higher parallel transport in higher gauge theory, and we speculate that it can provide Wilson surfaces as topological observables for the higher gauge Chern-Simons theory.

Inimmaginabile e progetto. Architettura e memoria nei luoghi della Deportazione

La memoria pubblica della Sho'ah è inscritta in una quantità proliferante di immagini e spazi memoriali. Ciò è riscontrabile in modo particolare nei principali "siti dello sterminio" assurti a simbolo nel corso degli anni, mentre molti altri "luoghi di memoria" della Deportazione soffrono di una condizione di intrinseca debolezza. Essa è riconducibile in primo luogo alla fragilità del dato materiale, i cui resti ormai privi di eloquenza risultano difficili da interpretare e conservare, in secondo luogo alla sovrapposizione di memorie concorrenti venutesi a determinare in conseguenza dei riusi successivi a cui queste strutture sono spesso andate soggette dopo la guerra, infine alla difficoltà di rendere espressione compiuta alla tragedia della Deportazione. Il caso del campo di Fossoli è paradigmatico: esso interroga la capacità del progetto di "dare forma" al palinsesto delle memorie, rendendo possibile il riconoscimento ed esplicitando una significazione delle tracce, senza aggiungere ulteriori interpretazioni. Lo spazio e il paesaggio, in quanto linguaggi indentitari, possono offrirsi come strumenti da questo punto di vista. Michel De Certeau vi fa riferimento quando afferma che lo spazio coincide con «l’effetto prodotto dalle operazioni che lo orientano, che lo circostanziano, o temporalizzano e lo fanno funzionare come unità polivalente di programmi conflittuali o di prossimità contrattuali». Lo spazio gioca un ruolo cruciale nel conformare l'esperienza del presente e allo stesso tempo nel rendere visibili le esperienze passate, compresse nella memoria collettiva. Lo scopo di questa ricerca è interrogare le potenzialità spaziali del luogo, considerate sotto il profilo culturale e semantico, come valida alternativa alla forma-monumento nella costruzione di una o più narrazioni pertinenti della memoria.

Exploring Quantum Speed-up Through Cluster-state Computers

The aim of this thesis is to investigate the nature of quantum computation and the question of the quantum speed-up over classical computation by comparing two different quantum computational frameworks, the traditional quantum circuit model and the cluster-state quantum computer. After an introductory survey of the theoretical and epistemological questions concerning quantum computation, the first part of this thesis provides a presentation of cluster-state computation suitable for a philosophical audience. In spite of the computational equivalence between the two frameworks, their differences can be considered as structural. Entanglement is shown to play a fundamental role in both quantum circuits and cluster-state computers; this supports, from a new perspective, the argument that entanglement can reasonably explain the quantum speed-up over classical computation. However, quantum circuits and cluster-state computers diverge with regard to one of the explanations of quantum computation that actually accords a central role to entanglement, i.e. the Everett interpretation. It is argued that, while cluster-state quantum computation does not show an Everettian failure in accounting for the computational processes, it threatens that interpretation of being not-explanatory. This analysis presented here should be integrated in a more general work in order to include also further frameworks of quantum computation, e.g. topological quantum computation. However, what is revealed by this work is that the speed-up question does not capture all that is at stake: both quantum circuits and cluster-state computers achieve the speed-up, but the challenges that they posit go besides that specific question. Then, the existence of alternative equivalent quantum computational models suggests that the ultimate question should be moved from the speed-up to a sort of “representation theorem” for quantum computation, to be meant as the general goal of identifying the physical features underlying these alternative frameworks that allow for labelling those frameworks as “quantum computation”.