Askar Tuganbaev received his Ph.D. at the Moscow State University in 1978 and has been a professor at Moscow Power Engineering Institute (Technological University) since 1978. He is the author of three other monographs on ring theory and has written numerous articles on ring theory.

From the reviews: "In this book, the variety of methods, the beauty of the results, and the appeal of the open problems provide ample justification for the author's rationale. ... book is largely self-contained ... . Helpful and challenging sets of exercises appear at the end of each section and open problems are listed at the end of each chapter. This work will be valuable as a text book for a graduate course, a reference on a lively area of mathematics, and a guide to appealing research problems." (Charles Vinsonhaler, Zentralblatt MATH, Vol. 1044 (19), 2004)

• I. General Results on Endomorphism Rings.- II. Groups as Modules over Their Endomorphism Rings.- III. Ring Properties of Endomorphism Rings.- IV. The Jacobson Radical of the Endomorphism Ring.- V. Isomorphism and Realization Theorems.- VI. Hereditary Endomorphism Rings.- VII. Fully Transitive Groups.- References.

Askar Tuganbaev received his Ph.D. at the Moscow State University in 1978 and has been a professor at Moscow Power Engineering Institute (Technological University) since 1978. He is the author of three other monographs on ring theory and has written numerous articles on ring theory.

From the reviews: "In this book, the variety of methods, the beauty of the results, and the appeal of the open problems provide ample justification for the author's rationale. ... book is largely self-contained ... . Helpful and challenging sets of exercises appear at the end of each section and open problems are listed at the end of each chapter. This work will be valuable as a text book for a graduate course, a reference on a lively area of mathematics, and a guide to appealing research problems." (Charles Vinsonhaler, Zentralblatt MATH, Vol. 1044 (19), 2004)

• I. General Results on Endomorphism Rings.- II. Groups as Modules over Their Endomorphism Rings.- III. Ring Properties of Endomorphism Rings.- IV. The Jacobson Radical of the Endomorphism Ring.- V. Isomorphism and Realization Theorems.- VI. Hereditary Endomorphism Rings.- VII. Fully Transitive Groups.- References.

Askar Tuganbaev received his Ph.D. at the Moscow State University in 1978 and has been a professor at Moscow Power Engineering Institute (Technological University) since 1978. He is the author of three other monographs on ring theory and has written numerous articles on ring theory.

From the reviews: "In this book, the variety of methods, the beauty of the results, and the appeal of the open problems provide ample justification for the author's rationale. ... book is largely self-contained ... . Helpful and challenging sets of exercises appear at the end of each section and open problems are listed at the end of each chapter. This work will be valuable as a text book for a graduate course, a reference on a lively area of mathematics, and a guide to appealing research problems." (Charles Vinsonhaler, Zentralblatt MATH, Vol. 1044 (19), 2004)

• I. General Results on Endomorphism Rings.- II. Groups as Modules over Their Endomorphism Rings.- III. Ring Properties of Endomorphism Rings.- IV. The Jacobson Radical of the Endomorphism Ring.- V. Isomorphism and Realization Theorems.- VI. Hereditary Endomorphism Rings.- VII. Fully Transitive Groups.- References.