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Kirjailija

Hugh Williams

Kirjat ja teokset yhdessä paikassa: 10 kirjaa, julkaisuja vuosilta 2008-2025, suosituimpien joukossa 180 Days: The Book of Affirmations. Vertaile teosten hintoja ja tarkista saatavuus suomalaisista kirjakaupoista.

10 kirjaa

Kirjojen julkaisuhaarukka 2008-2025.

The Grass Is Greener

The Grass Is Greener

Hugh Williams

SAMUEL FRENCH LTD
2018
nidottu
The lord and lady of an old English estate have had to open up most of their manor to tourists in order to keep the place going. One day an American millionaire breaks off from the tourists and enters the private rooms of the manor where he meets the lady. They fall in love at first sight. The lord is momentarily helpless, and can offer no objection when his wife, after a restless weekend, announces that she is going into London for a few days. He does not want his wife to come back to him out of any sense of duty, but prefers to hold or lose her entirely. He engineers a plan that involves inviting the American to the estate for a weekend, together with the women his wife is ostensibly visiting in London. It's a bold plan, but he carries it off gaily. The evening culminates in a harmless duel, in which the lord is superficially wounded - by arrangement with his butler. The absolute seriousness of the situation shocks the lady back to her senses. The dialogue throughout sparkles with a delightful levity, and the roles are polished to a perfection of sophistiction.
Solving the Pell Equation

Solving the Pell Equation

Michael Jacobson; Hugh Williams

Springer-Verlag New York Inc.
2010
nidottu
Pell’s Equation is a very simple Diophantine equation that has been known to mathematicians for over 2000 years. Even today research involving this equation continues to be very active, as can be seen by the publication of at least 150 articles related to this equation over the past decade. However, very few modern books have been published on Pell’s Equation, and this will be the first to give a historical development of the equation, as well as to develop the necessary tools for solving the equation. The authors provide a friendly introduction for advanced undergraduates to the delights of algebraic number theory via Pell’s Equation. The only prerequisites are a basic knowledge of elementary number theory and abstract algebra. There are also numerous references and notes for those who wish to follow up on various topics.
Fifty Things You Need To Know About British History
What are the 50 key events you need to understand to grasp British history? If you could choose the 50 things that define British history, events of significance not only in themselves, but in their importance to wider themes running through our past, what would they be? Hugh Williams has made that selection, and the result is a fascinating overview of Britain’s past. He refines British history into a series of key themes that represent a crucial strand in our history, and pinpoints the seminal events within those strands – Roots, from the Roman invasion to Britain’s entry into the Common Market; Fight, Fight and Fight Again, from the Battle of Agincourt to the Falklands War; The Pursuit of Liberty, from the Magna Carta through the Glorious Revolution to the foundation of the NHS; Home and Abroad, from Sir Francis Drake and Clive of India to the arrival of the SS Empire Windrush; and All Change, from Chaucer and the English language to the invention of the jet engine. With great clarity, simplicity and a zest for the marvellous stories that underpin many of these events, Hugh Williams explains the linkage between each one and its importance in the progress of British history as a whole. Along the way, he has some fascinating tales to tell, making this a highly enjoyable read as well as a perceptive insight into our shared past, and vital for anyone who wants quickly and enjoyably to grasp the essential facts about Britain’s history.
Solving the Pell Equation

Solving the Pell Equation

Michael Jacobson; Hugh Williams

Springer-Verlag New York Inc.
2008
sidottu
Pell’s Equation is a very simple Diophantine equation that has been known to mathematicians for over 2000 years. Even today research involving this equation continues to be very active, as can be seen by the publication of at least 150 articles related to this equation over the past decade. However, very few modern books have been published on Pell’s Equation, and this will be the first to give a historical development of the equation, as well as to develop the necessary tools for solving the equation. The authors provide a friendly introduction for advanced undergraduates to the delights of algebraic number theory via Pell’s Equation. The only prerequisites are a basic knowledge of elementary number theory and abstract algebra. There are also numerous references and notes for those who wish to follow up on various topics.