The Russo-Japanese War was fought in the waters of the Yellow Sea and the Straits of Tsushima that divide Japan from Korea, and in the mountains of Manchuria, borrowed without permission from China. It was the first war to be fought with modern weapons. The Japanese had fought the Chinese at sea in 1894 and had gained a foothold in Manchuria by taking control of Port Authur. In 1895, however, Japan was forced to abandon its claims by the Russian fleet's presence in the Straits of Tsushima. Tsar Nicholas had obtained a window to the East for his empire and Japan had been humiliated. Tensions between the two countries would rise inexorably over the next decade. Around the world, no one doubted that little Japan would be no match for the mighty armies of Tsar Nicholas II. Yet Russia was in an advanced state of decay, the government corrupt and its troops inept and demoralized. Japan, meanwhile, was emerging from centuries of feudal isolation and becoming an industrial power, led by zealous nationalist warlords keen to lead the Orient to victory over the oppressive West. From the opening surprise attack on the Russian fleet at Port Authur in 1904, the Japanese out-fought and out-thought the Russians. This is a definitive account of one of the pivotal conflicts of the twentieth century whose impact was felt around the world.
1. Ray and wave propagation. 1.1. Underwater sound channel. 1.2. Basic equations. 1.3. Geometrical optics approximations and optical-mechanical analogy. The Hamiltonian formalism. 1.4. Ray travel times. 1.5. Range-dependent environments. 1.6. Acoustic ocean tomography. 1.7. Experiments on long-range sound propagation. 1.8. Summary -- 2. Ray chaos. 2.1. Hamiltonian chaos. 2.2. Lyapunov instability. 2.3. Ray-medium resonance. 2.4. Overlapping of resonances. 2.5. Vertical resonance. 2.6. Manifestation of regular and chaotic ray motion in distributions of ray travel times. 2.7. Summary -- 3. Wave chaos. 3.1. The problem of wave chaos. 3.2. Normal modes. 3.3. Mode coupling under chaotic conditions. 3.4. Influence of fine-scale inhomogeneities on wave dynamics. 3.5. Summary -- 4. Chaotic phenomena in random environment. 4.1. Ray chaos in a random medium. 4.2. Travel times of chaotic rays. 4.3. Modal structure of the sound field in a waveguide with random inhomogeneities. 4.4. Wave beam in an ocean acoustic waveguide. 4.5. Arrival times of sound pulses in the presence of internal waves and a mesoscale inhomogeneity. 4.6. Summary -- 5. Glossary of some concepts and notations in Hamiltonian chaos theory
Hockey My Door to Europe details the author’s personal - sometimes harrowing - experiences covering international hockey, especially behind the Iron Curtain, including the start of youth hockey exchanges between Canada and communist countries. The book also provides an in-depth view of the following events: - The author’s detainment by the Czechoslovak secret police in 1983; - The nuclear plant explosion in Chernobyl, which occurred during the 1986 World Championship in Moscow; - The defection of Soviet hockey star Alexander Mogilny following the 1989 World Championship in Stockholm; - The fall of the Berlin Wall, which took place in November of 1989 while the author was in Moscow; - The uprising in Kiev, Ukraine, which occurred during the 2014 Winter Olympics in Sochi, Russia, leading to Russia’s annexation of Crimea.
A Death in Geneva is a fast-paced thriller set against the background of late-1970s terrorism that crisscrosses Europe, the United States, the Mediterranean, and the Atlantic as mysterious assailants terrorize one of America’s richest industrialist families. The action begins when Constance Burdette, the newly appointed American ambassador to the European office of the United Nations—and the President’s secret lover—is cut down by machine gun fire in a bloody, well-planned strike against her chauffeured limousine in Geneva. The three assassins, continue their attack by stalking the late Ambassador’s brother, Thomas Madison Starring, America’s leading shipbuilder and owner of an international shipping fleet. As the assassins close in on their prey, the tense plot moves to a final, devastating act of terror.
The Bronze Frog is a violent, fast-paced, global thriller shaped by the author’s Navy, intelligence, foreign operations, and White House expertise. Commander Linc Walker, a sharp, combat-seasoned Navy SEAL is on a clandestine mission against the People’s Republic of China when he is betrayed by leaders in The White House. The Bronze Frog follows Linc’s plans for revenge. Walker and SEAL Chief Gunner’s Mate John Hall move out from the nuclear attack submarine USS Burlington after she punches up through the ice at the North Pole, to reconnoiter a secret Chinese installation camouflaged in the polar white. After a firefight, Walker lashes his wounded partner to their ice buggy and speeds back to the submarine recovery point. The Burlington misses the scheduled rendezvous by 12 hours. Hall succumbs to his wounds on the ice as a U.S.-Chinese political crisis erupts. Once aboard, Walker—furious with the missed rendezvous and Hall’s unnecessary death—knocks out the submarine’s skipper. Forced to retire, Walker learns that the President’s National Security Adviser, a fellow Stanford graduate, together with the National Security Council’s China expert, gave the orders blocking the submarine’s scheduled recovery of the two SEALs. They alone are responsible for Hall’s death—traitors in Linc’s eyes. Determined to see them pay, Linc moves out on his plan of revenge.
This volume provides a broad introduction to nonlinear integral dynamical models and new classes of evolutionary integral equations. It may be used as an advanced textbook by postgraduate students to study integral dynamical models and their applications in machine learning, electrical and electronic engineering, operations research and image analysis.
1. Ray and wave propagation. 1.1. Underwater sound channel. 1.2. Basic equations. 1.3. Geometrical optics approximations and optical-mechanical analogy. The Hamiltonian formalism. 1.4. Ray travel times. 1.5. Range-dependent environments. 1.6. Acoustic ocean tomography. 1.7. Experiments on long-range sound propagation. 1.8. Summary -- 2. Ray chaos. 2.1. Hamiltonian chaos. 2.2. Lyapunov instability. 2.3. Ray-medium resonance. 2.4. Overlapping of resonances. 2.5. Vertical resonance. 2.6. Manifestation of regular and chaotic ray motion in distributions of ray travel times. 2.7. Summary -- 3. Wave chaos. 3.1. The problem of wave chaos. 3.2. Normal modes. 3.3. Mode coupling under chaotic conditions. 3.4. Influence of fine-scale inhomogeneities on wave dynamics. 3.5. Summary -- 4. Chaotic phenomena in random environment. 4.1. Ray chaos in a random medium. 4.2. Travel times of chaotic rays. 4.3. Modal structure of the sound field in a waveguide with random inhomogeneities. 4.4. Wave beam in an ocean acoustic waveguide. 4.5. Arrival times of sound pulses in the presence of internal waves and a mesoscale inhomogeneity. 4.6. Summary -- 5. Glossary of some concepts and notations in Hamiltonian chaos theory
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