$60.00 CAD
pp.577.The date and previous owner’s name and city are penned on fep, and the first three and last three pages have the owner’s stamps as well. Excerpt from dj, “This study presents a broad and comprehensive view of the stability of continuous systems. The material originates from a pecial seminar series offered at the University of Waterloo from October 1970 to September 1971 by eleven authorities in the field. […] The stability of elastic systems (including linear and nonlinear, conservative and non-conservative, deterministic and stochastic) is studied in detail. Due attention is paid to the application of Liapunov’s method, as well as to the subject of optimization. Also studied within the context of stability are plastic systems, hydrodynamic systems and systems subject to creep.”
In stock
| Number of pages | 577 | |
|---|---|---|
| Original Title | Stability: Fourteen Special Lectures Presented at the University of Waterloo from October 1970 to September 1971 | |
| Published Date | 1972 | |
| Book Condition | Very Good | |
| Jacket Condition | Very Good | |
| Binding | Hardcover | |
| Size | 8vo | |
| Place of Publication | Waterloo | |
| Edition | First Edition | |
| Category: | Texts | |
| Authors: | A. H. Chilver K. Huseyin, H. Zeigler | |
| Publishers: | Solid Mechanics Division, University of Waterloo |
pp.577.The date and previous owner’s name and city are penned on fep, and the first three and last three pages have the owner’s stamps as well. Excerpt from dj, “This study presents a broad and comprehensive view of the stability of continuous systems. The material originates from a pecial seminar series offered at the University of Waterloo from October 1970 to September 1971 by eleven authorities in the field. […] The stability of elastic systems (including linear and nonlinear, conservative and non-conservative, deterministic and stochastic) is studied in detail. Due attention is paid to the application of Liapunov’s method, as well as to the subject of optimization. Also studied within the context of stability are plastic systems, hydrodynamic systems and systems subject to creep.”
| Weight | 1.5 kg |
|---|
