9780821806418

Book Description: Amer Mathematical Society. PAPERBACK. Book Condition: New. 0821806416 **New** copy, unmarked EXCELLENT condition; ships USPS with delivery confirmation in US 462N. Bookseller Inventory # SKU1080525

Bookseller & Payment Information | More Books from this Seller | Ask Bookseller a Question

Book Description: Book Condition: Brand New. Book Condition: Brand New * All orders are processed and shipped from Las Vegas Nevada USA *. Bookseller Inventory # 97808218064181.0

Bookseller & Payment Information | More Books from this Seller | Ask Bookseller a Question

Book Description: American Mathematical Society, United States, 1998. Paperback. Book Condition: New. 230 x 184 mm. Brand New Book with Free Worldwide Delivery. Bookseller Inventory # AAN9780821806418

Bookseller & Payment Information | More Books from this Seller | Ask Bookseller a Question

Book Description: American Mathematical Society. Paperback. Book Condition: new. BRAND NEW, Lie Groups and Subsemigroups with Surjective Exponential Function, Karl Heinrich Hofmann, Wolfgang A.F. Ruppert, In the structure theory of real Lie groups, there is still information lacking about the exponential function. Most notably, there are no general necessary and sufficient conditions for the exponential function to be surjective. It is surprising that for subsemigroups of Lie groups, the question of the surjectivity of the exponential function can be answered. Under natural reductions setting aside the 'group part' of the problem, subsemigroups of Lie groups with surjective exponential function are completely classified and explicitly constructed in this memoir. There are fewer than one would think and the proofs are harder than one would expect, requiring some innovative twists. The main protagonists on the scene are $SL(2,R)$ and its universal covering group, almost abelian solvable Lie groups (i.e., vector groups extended by homotheties), and compact Lie groups. Bookseller Inventory # B9780821806418

Bookseller & Payment Information | More Books from this Seller | Ask Bookseller a Question

Book Description: American Mathematical Society. Book Condition: New. In the structure theory of real Lie groups, there is still information lacking about the exponential function. Most notably, there are no general necessary and sufficient conditions for the exponential function to be surjective. It is surprising that for subsemigroups of Lie groups, the question of the surjectivity of the exponential function can be answered. Under nature reductions setting aside the "group part" of the problem, subsemigroups of Lie groups with surjective exponential function are completely classified and explicitly constructed in this memoir. There are fewer than one would think and the proofs are harder than one would expect, requiring some innovative twists. The main protagonists on the scene are SL(2, R) and its universal covering group, almost abelian solvable Lie groups (ie. vector groups extended by homotheties), and compact Lie groups. This text will also be of interest to those working in algebra and algebraic geometry. Brand NEW unread book. Soft cover bound book. Bookseller Inventory # 9780821806418

Bookseller & Payment Information | More Books from this Seller | Ask Bookseller a Question

Book Description: Amer Mathematical Society, 1997. Paperback. Book Condition: New. Brand new. We distribute directly for the publisher. In the structure theory of real Lie groups, there is still information lacking about the exponential function. Most notably, there are no general necessary and sufficient conditions for the exponential function to be surjective. It is surprising that for subsemigroups of Lie groups, the question of the surjectivity of the exponential function can be answered. Under natural reductions setting aside the "group part" of the problem, subsemigroups of Lie groups with surjective exponential function are completely classified and explicitly constructed in this memoir. There are fewer than one would think and the proofs are harder than one would expect, requiring some innovative twists. The main protagonists on the scene are $SL(2,R)$ and its universal covering group, almost abelian solvable Lie groups (i.e., vector groups extended by homotheties), and compact Lie groups. Bookseller Inventory # 1005200029

Bookseller & Payment Information | More Books from this Seller | Ask Bookseller a Question

Book Description: Amer Mathematical Society, 1997. Paperback. Book Condition: Brand New. 174 pages. 10.25x7.25x0.75 inches. In Stock. Bookseller Inventory # __0821806416

Bookseller & Payment Information | More Books from this Seller | Ask Bookseller a Question