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Titlebook: MR Spectroscopy of Pediatric Brain Disorders; Stefan Blüml,Ashok Panigrahy Book 2013 Springer Science+Business Media, LLC 2013

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In this case, the biendomorphism ring Q of E is the right quotient ring of R, and E is isomorphic to the unique minimal right ideal of Q (35A). Semiprime Goldie rings can be similarly characterized. Employing a recent characterization of quasi-injective abelian groups by Fuchs, we can describe all t
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In this case, the biendomorphism ring Q of E is the right quotient ring of R, and E is isomorphic to the unique minimal right ideal of Q (35A). Semiprime Goldie rings can be similarly characterized. Employing a recent characterization of quasi-injective abelian groups by Fuchs, we can describe all t
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Stefan Blüml Ph.D.In this case, the biendomorphism ring Q of E is the right quotient ring of R, and E is isomorphic to the unique minimal right ideal of Q (35A). Semiprime Goldie rings can be similarly characterized. Employing a recent characterization of quasi-injective abelian groups by Fuchs, we can describe all t
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Simrandip K. Gill,Ashok Panigrahy M.D.,Theodoros N. Arvanitis Ph.D.,Andrew C. Peet Ph.D., F.R.C.P.C.In this case, the biendomorphism ring Q of E is the right quotient ring of R, and E is isomorphic to the unique minimal right ideal of Q (35A). Semiprime Goldie rings can be similarly characterized. Employing a recent characterization of quasi-injective abelian groups by Fuchs, we can describe all t
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