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Reward Deficit Disorders is written for researchers in both academia and the pharmaceutical industry who use animal models in research and development of drugs for reward deficit disorders such as alcohol dependence, nicotine dependence, heroin and cocaine addiction, obesity, and gambling and impulse control disorders. Reward Deficit Disorders has introductory chapters expressing the view of the role and relevance of animal models for drug discovery and development for the treatment of psychiatric disorders from the perspective of (a) academic basic neuroscientific research,...

Neurological Disorders is written for researchers in both academia and the pharmaceutical industry who use animal models in research and development of drugs for neurological disorders such as neurofibromatosis, Alzheimer's disease, Parkinson's disease, Huntington disease, ALS, and the epilepsies. Neurological Disorders has introductory chapters expressing the view of the role and relevance of animal models for drug discovery and development for the treatment of psychiatric disorders from the perspective of (a) academic basic neuroscientific research, (b) applied...

Psychiatric Disorders is written for researchers in both academia and the pharmaceutical industry who use animal models in research and development of drugs for psychiatric disorders such as anxiety, obsessive-compulsive disorder, depression, schizophrenia, bipolar disorder, ADHD, and autistic spectrum disorder. Psychiatric Disorders has introductory chapters expressing the view of the role and relevance of animal models for drug discovery and development for the treatment of psychiatric disorders from the perspective of (a) academic basic neuroscientific research, (b)...

Many physical phenomena are described by nonlinear evolution equation. Those that are integrable provide various mathematical methods, presented by experts in this tutorial book, to find special analytic solutions to both integrable and partially integrable equations. The direct method to build solutions includes the analysis of singularities a la Painleve, Lie symmetries leaving the equation invariant, extension of the Hirota method, construction of the nonlinear superposition formula. The main inverse method described here relies on the bi-hamiltonian structure of integrable equations....

Many physical phenomena are described by nonlinear evolution equation. Those that are integrable provide various mathematical methods, presented by experts in this tutorial book, to find special analytic solutions to both integrable and partially integrable equations. The direct method to build solutions includes the analysis of singularities a la Painleve, Lie symmetries leaving the equation invariant, extension of the Hirota method, construction of the nonlinear superposition formula. The main inverse method described here relies on the bi-hamiltonian structure of integrable equations....