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Hindenburg, Ludendorff and Hitler
They are two of twentieth-century history’s most significant figures, yet today they are largely forgotten – Paul von Hindenburg and Erich Ludendorff, Germany’s First World War leaders. Although defeat in 1918 brought an end to their ‘silent dictatorship’, both generals played a key role in the turbulent politics of the Weimar Republic and the rise of the Nazis. Alexander Clifford, in this perceptive reassessment of their political careers, questions the popular image of these generals in the English-speaking world as honourable ‘Good Germans’. For they were intensely political men, whose ideas and actions shaped the new Germany and ultimately led to Hitler’s dictatorship. Th...
The People's Army in the Spanish Civil War
The author of Fighting for Spain delivers “a military history focused on three major battles, Brunete, Belchite and Teruel . . . meticulously researched” (Historical Novel Society). Why did the Spanish Republic lose the Spanish Civil War—and could the Republic have won? These are the key questions Alexander Clifford addresses in this in-depth study of the People’s Army and the critical battles of Brunete, Belchite and Teruel. These battles represented the Republic’s best chance of military success, but after bitter fighting its forces were beaten back. From then on, the Republic, facing the superior army of Franco and the Nationalists, aided by Germany and Italy, faced inevitable d...
Fighting for Spain
In the English-speaking world, the Spanish Civil War is perhaps best remembered through the exploits of thousands of foreign volunteers from across the globe who joined the International Brigades a force of communists, socialists and others who took their opposition to fascism to extraordinary lengths. Their passionate political commitment to Spains cause and determination in battle placed them among the crack troops of the Republics Peoples Army. Yet while much has been written about the political, social and cultural significance of the brigades and their experience in Spain, less has been said about their performance as front-line troops. It is this military history that Alexander Clifford focuses on in vivid detail in this highly illustrated new study. His account tells the story of the brigades as combat units, tracing the course of each major battle in which they fought and showing the drastic changes they underwent as the war progressed from an untrained militia in 1936, to the tried and tested shock troops of 1937, to a shadow of their former selves by 1938 after repeated maulings and the introduction of Spanish conscripts to fill their ranks.
Clifford's Class Trip
Clifford saves the day when he accompanies the class on a field trip.
Clifford Makes the Team
Clifford the big red dog wants to play baseball with the boys and girls, but he cannot find a big enough bat.
The Foreign Desk
Fact? Fiction? It doesn't matter. Bumbling journalist Henry Henderson is on his next assignment. This time to the sleepy skiing town of Creleon, Spain. Dispatched by his paranoid boss, Henderson goes on a quest for a weather altering machine that could change the world as we know it. Jolly japes ensue although a storm seems to be brewing that could be his last on the foreign desk. Expect to be charmed as you are transported to a time of chummy old-school journalists, clacking typewriters and daring adventure. Inspired by The Grand Budapest Hotel and Stefan Zweig, this novella is an amusing, blustering and heartwarming romp through the mountains.
Quadratic Algebras, Clifford Algebras, and Arithmetic Witt Groups
Quadratic Algebras, Clifford Algebras, and Arithmetic Forms introduces mathematicians to the large and dynamic area of algebras and forms over commutative rings. The book begins very elementary and progresses gradually in its degree of difficulty. Topics include the connection between quadratic algebras, Clifford algebras and quadratic forms, Brauer groups, the matrix theory of Clifford algebras over fields, Witt groups of quadratic and symmetric bilinear forms. Some of the new results included by the author concern the representation of Clifford algebras, the structure of Arf algebra in the free case, connections between the group of isomorphic classes of finitely generated projectives of rank one and arithmetic results about the quadratic Witt group.
Origin of Evil
The day dawns and Professor Hamish Herbert Balfour has an inkling of an idea of how to first, fight the now ever present threat of Global Terrorism, secondly how to identify the needs to combat terrorism, not with weapons or military force but with the power of thought, the power of the internet, the power of as yet to be found new frontiers of computing power. His agile brain thinks ‘out of the box’ and channels his thoughts into the development of a hitherto un-thought of solution to thwart the ever growing threat of terrorism and the global network of people willing to maim or kill their ‘fellow man’ in the name of idealistic fanaticism. His passion to find a solution leads him from his hitherto ‘safe haven’ of a government ‘think tank’ to the cloak and dagger world of spies and the secret life of a international intelligence, intrigue, danger and murderous deeds..
