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Aussie Journeyman

RRP $17.59

From the rugged Australian bush to the posh highlife of Newport Beach, California, Aussie Journeyman tells the story of a young Australian boy with dreams of becoming a professional tennis star. It was the early 1970s, fresh out of high school when Alvin Gardiner set off to take on the international tennis tour. From this humble beginning it was hard to foresee what crazy and at times life-risking twists and turns his life would take.

With Open tennis no longer an amateur sport, the professional tour was only one year old. Alvin played his way through some 65 countries around the globe on six continents, making it on the big stages at Wimbledon, the Australian and US Opens. Even though it was an adventurous journey, it wasn't always smooth traveling. There were many weeks on the road, especially in Europe, when pockets were empty with no prospects or plans of the next meal ticket.

Alvin played against some of the biggest stars of that era including Borg, Conners, Nastase and Vilas. He also battled the precocious John McEnroe, in John's very first Grand Slam singles match at the 1977 French Open. Dubbed by Mac himself as the "Aussie Journeyman."

After his twelve years of battling it out on the circuit and living the gypsy life, he settled in one of the most exclusive cities in America. Alvin then went on to coaching and continued his career on the senior tour becoming World Champion and #1 in the over 35 singles division.


Mathematical Models In Boundary Layer Theory

RRP $357.99

Since Prandtl first suggested it in 1904, boundary layer theory has become a fundamental aspect of fluid dynamics. Although a vast literature exists for theoretical and experimental aspects of the theory, for the most part, mathematical studies can be found only in separate, scattered articles. Mathematical Models in Boundary Layer Theory offers the first systematic exposition of the mathematical methods and main results of the theory.

Beginning with the basics, the authors detail the techniques and results that reveal the nature of the equations that govern the flow within boundary layers and ultimately describe the laws underlying the motion of fluids with small viscosity. They investigate the questions of existence and uniqueness of solutions, the stability of solutions with respect to perturbations, and the qualitative behavior of solutions and their asymptotics. Of particular importance for applications, they present methods for an approximate solution of the Prandtl system and a subsequent evaluation of the rate of convergence of the approximations to the exact solution.

Written by the world's foremost experts on the subject, Mathematical Models in Boundary Layer Theory provides the opportunity to explore its mathematical studies and their importance to the nonlinear theory of viscous and electrically conducting flows, the theory of heat and mass transfer, and the dynamics of reactive and muliphase media. With the theory's importance to a wide variety of applications, applied mathematicians-especially those in fluid dynamics-along with engineers of aeronautical and ship design will undoubtedly welcome this authoritative, state-of-the-art treatise.



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