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Ischia is a portrait of an unnamed narrator and her friends: wandering through the margins of different cities, especially Buenos Aires, they search for purpose in an increasingly uncertain world. An intricate, gutsy, and raw novel, Ischia is populated with outsiders who navigate the vicissitudes of life in Argentina and the world. Ischia, the female narrator, is the youngest in a family of seven brothers and relates her experiences as she waits for a ride to the airport. Told through dizzying would-have, could-have conditionals, Ischia overlaps and blurs the past, present, and future of three young characters defined by lack of certainty or expectation. These three lives unfold between disenchantment and humor, and the narration transports readers into a world of memories, desires, and dreams. The novel advances lyrically through themes both solemn and lighthearted, shaping the contours of imagined, hilarious, and surreal experiences.
Ischia is the largest island in the Bay of Naples. The Castle, built by Alphonso V of Aragon in the fifteenth century, is distant 16 miles from the Punta di Posillipo, and 20 miles from the Mole of Naples; it is famous in Italian annals for its long association with the noble poetess Vittoria Colonna, Marchioness of Pescara. Mount Epomeo, the Epopos of the Greeks, the Epopeus of the Latin poets, rises near the centre of the island. The ancient fable made Ischia the bed of Typhoeus. Ischia, called Aenaria, Inarime, and Pithecusa by the ancients, was populated in earliest times by a colony composed partly of Erythraeans and partly of Chalcidicans: they fixed their home where now stands the village of Lacco Ameno, one of the most beautifully picturesque of the whole island. Strabo, Pliny, Statius and other authors mention the therapeutic virtues of the hot springs of Ischia. The number of foreigners, travellers and Neapolitan gentlemen attending Ischia is very considerable.
Positive laws on generators in powerful pro-p groups / C. Acciarri and G.A. Fernandez-Alcober -- Periodic groups saturated by dihedral subgroups / B. Amberg and L. Kazarin -- A note on finite groups in which the conjugacy class sizes form an arithmetic progression / M. Bianchi, A. Gillio and P.P. Palfy -- A survey of recent progress on non-abelian tensor squares of groups / R.D. Blyth, F. Fumagalli and M. Morigi -- Conjugacy classes of subgroups of finite p-groups: the first gap / R. Brandl -- The Tutte polynomial of the Schreier graphs of the Grigorchuck group and the Basilica group / T. Ceccherini-Silberstein, A. Donno and D. Iacono -- On maximal subgroups of the alternating and symmetric groups / V. Colombo -- Markov's problems through the looking glass of Zariski and Markov topologies / D. Dikranjan and D. Toller -- Linear groups with finite dimensional orbits / M.R. Dixon, L.A. Kurdachenko and J. Otal -- Three-dimensional loops as sections in a four-dimensional solvable Lie group / A. Figula -- A note on finite p-groups with a maximal elementary subgroup of rank 2 / G. Glauberman -- Finitely generated free by C[symbol] pro-p groups / W. Herfort and P.A. Zalesskii -- Finite nonabelian 2-groups all of whose minimal nonabelian subgroups are isomorphic to M[symbol] / Z. Janko -- Twisted conjugacy in certain Artin groups / A. Juhasz -- Applications of Clifford's theorem to Frobenius groups of automorphisms / E.I. Khukhro -- Inducing [symbol]-partial characters with a given vertex / M.L. Lewis -- Groups and Lie rings with Frobenius groups of automorphisms / N. Yu. Makarenko -- On integral representations of finite groups / D. Malinin -- On p-groups of small powerful class / A. Mann -- Lifting (2, k)-generators of linear groups / A. Maroti and C. Tamburini Bellani -- Fixed point subgroups and character tables / G. Navarro -- Permutability and seriality in locally finite groups / D.J.S. Robinson -- On the exponent of a finite group with a four-group of automorphisms / E. Romano and P. Shumyatsky -- Examples of Markov chains on spaces with multiplicities / F. Scarabotti and F. Tolli -- On the order and the element orders of finite groups: results and problems / W.J. Shi -- On local finiteness of verbal subgroups in residually finite groups / P. Shumyatsky -- The adjoint group of radical rings and related questions / Ya. P. Sysak -- On the Gorenstein dimension of soluble groups / O. Talelli -- Decomposition numbers for projective modules of finite Chevalley groups / A.E. Zalesski
This is guide is based on our much larger guide to Naples, Sorrento & the Amalfi Coast. Here we zero in on the attractions that line the Bay of Naples. This guide shows you how to discover them all: Plush resorts on the coast and islands, Greek and Roman
The city of Naples, located on the south-western shores of Italy, is the third largest city in the country, and one of the richest regarding history. But despite its incredible past that extends to its first foundations as far back as the 9th Century BC, it is often overlooked by tourists who rarely venture here from nearby Rome. But with so much to offer travelers, it’s about time Naples was given the attention it deserves. Panoramic Vista As landscapes and views go, the Bay of Naples is hard to beat. The curvature of the marina extends around the coastline until it meets the towering figure of Mount Vesuvius in the nearby National Park. The sea is beautifully clear, and it’s a well-tended, cared for place. The good looks of the city have lent themselves to the lyrics of songs written about it, with the Neapolitan Torna a Sorrento (Come Back to Sorrento), being one of the most popular. Museums and Churches of Naples Naples is a museum in itself, and within the city, boundaries lie many churches, museums and historical sites ready to captivate travelers. The Duomo (cathedral) of San Gennaro, the patron saint of Naples, is one of the most visually spectacular in the region, while the Cappella di Santa Restituta is one of the country’s oldest surviving churches. And for lovers of the Baroque-style architecture, a visit to the church San Giuseppe dei Ruffi is a fascinating visit. Pizza Naples is considered to be the birthplace of pizza, with its origins dating back to the 16th Century. The different sauces that top the pizza each have a different story. The Margherita is reported to have been created in 1889 for the then Queen of Italy, Margherita of Savoy. Back then it was just a topping of seasoned tomatoes, but that has since evolved to include white mozzarella cheese and green basil to replicate the colors of the Italian flag. This guide leads you in a visit to Naples and the islands of Capri, Ischia, and Procida. It also covers the ruins of Pompeii and the Royal Palace of Caserta. It includes color photos and descriptions of the attractions of all the localities touched, as well as info on Campania’s cuisine and recipes. It has plenty of practical advice on travel to reach the islands and how to move once you are there. It is ideal for use on your smartphone as it contains active links to the websites of many reviews for the best-recommended restaurants that are at the location described. P { margin-bottom: 0.08in; }
'A delightful holiday read' Daily Mail. Sun-drenched, touching and inspirational, this is your ultimate summer read, perfect for fans of Rosanna Ley and Victoria Hislop. Allie hopes that the beautiful island of Ischia, just off the coast of Naples, could answer questions that have plagued her about her mother since childhood. Determined to find what made her mother withdraw from the world, Allie has followed a lead to the rustic villages of Ischia where she begins to see snatches of the tormented past her mother has been running from. Drawn into the welcoming and remarkable community, Allie realises that memories of the blazing, fateful summer of 1979 haven't faded. And as clues to a decades-old mystery slowly rise to the surface, can Allie discover what really happened that summer in Ischia...?
This volume contains a collection of research articles by leading experts in group theory and some accessible surveys of recent research in the area. Together they provide an overview of the diversity of themes and applications that interest group theorists today. Topics covered in this volume include: combinatorial group theory, varieties of groups, orderable groups, conjugacy classes, profinite groups, probabilistic methods in group theory, graphs connected with groups, subgroup structure, and saturated formations.
