1. The Hille-Yosida Theory. 2. Convolution and Regularization. 3. Smooth Vectors. 4. Analytic Mollifying. 5. The Integrability Problem. 6. Compact Groups. 7. Commutative Groups. 8. Induced Representations. 9. Projective Representations. 10. The Galilean and Poincare Groups. Appendix: A. Topology. B. Measure and Integration. C. Functional Analysis. D. Analytic Mappings. E. Manifolds, Distributions, Differential Operators. F. Locally Compact Groups, Lie Groups. References. Index.
{{comment.content}}