2 edition of Series solutions of Molodensky"s problem. found in the catalog.
Series solutions of Molodensky"s problem.
1971 by Bayerische Akademie d. Wissenschaften; Beck in Komm. in München .
Written in English
Bibliography: p. 90-92
|Series||Deutsche Geodätische Kommission bei der Bayerischen Akademie der Wissenschaften. [Veröffentlichungen] Reihe A. Heft Nr. 70|
|LC Classifications||QB275 .A343 Nr. 70, QB338 .A343 Nr. 70|
|The Physical Object|
|Number of Pages||92|
|LC Control Number||73158854|
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A complete series solution of Molodensky's boundary value problem is derived using, instead of an integral equation, analytical continuation by means of power series. The main problem is that this book is mostly geared toward hiring for executive-level positions, and a lot of the principles aren't transferable to hiring for other positions (an executive-level candidate might be OK going through 4 separate interviews, but your average Joe probably won't stay in the process that long)/5.
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2 Section Problem (2). It means that lim n→∞ P n i=1 a i = 5. Problem (3). see attached image Problem (5). see attached image Problem (13). This is a geometric series with a = −2 and r = −5 4; since |r| > 1, the series diverges. This book is a preparation guide, only tell you some tricks but nothing else.
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Title: sdvi Created Date: 4/6/ AMFile Size: KB. A complete series solution of Molodensky's boundary-value problem is derived using, instead of an integral equation, analytical continuation by means of power series.
This solution is shown to be equivalent, term by term, to the Molodensky-Brovar series, but is simpler and practically more by: 2. "Physical Geodesy" by Heiskanen and Moritz, published inhas for a long time been considered as the standard introduction to its field.
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