Titlebook: Algebraic Groups and Lie Groups with Few Factors; Alfonso Bartolo,Giovanni Falcone,Karl Strambach Book 2008 Springer-Verlag Berlin Heidelb

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Environmental Science and Engineeringe a complete classification of three-dimensional connected unipotent algebraic groups defined over a field k of characteristic .2. Some of our results even hold in the case .= 2. A main tool is the theory of extensions, which is particularly efficient for unipotent groups defined over a perfect fiel

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Decommissioning Offshore Structures of .(see [87]). Observe that for algebraic subgroups .and .of .with .= ., the group .is an algebraic subgroup, too (see [45], 7.4 Corollary, p. 54)..For affine connected algebraic groups we can sharpen Theorem 1 in [87].

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Multi-Purpose Casks for Power Station FuelIn this section we study groups of maximal and minimal nilpotency class.

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Decommissioning Offshore Structuresgroups .of .we have either .or .. If .is affine, then .is a chain if and only if it has a unique connected algebraic subgroup of dimension ., for any .= 1., because .is, together with a Borel subgroup of ., nilpotent.

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Decommissioning Offshore Structures of .(see [87]). Observe that for algebraic subgroups .and .of .with .= ., the group .is an algebraic subgroup, too (see [45], 7.4 Corollary, p. 54)..For affine connected algebraic groups we can sharpen Theorem 1 in [87].

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