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Book Categories |
Acquaintance with the Subject (Some Remarkable Critical Cases)
Statement of Questions and Summary of Results
Tools of Investigation
Problems Corresponding to Levels of Degeneracy 1 and 2
Selected Problems of High Co-Dimension
Hamiltonian Systems
Supplements
Bibliography
List of Theorems
Index
| Price | Condition | Delivery | Seller | Action |
| $299.70 | Digital |
| WonderClub |
Debra Cassistre
reviewed Stability of Critical Equilibrium States (Nonlinear Science) on April 23, 2009 Stability of Critical Equilibrium States
This book offers mind boggling insight into the universe. Best science book I have ever read to date. But the guy (Terrance) is a genius like Einstein believe me I don't use that word loosely. Its the most profound book I have read outside of religion. He discovered not invented something that is amazing to put in words. Basically the Big Bang is a crock. The universe is eternal and infinite just as I felt, but this book tells me why in great detail, plus other questions I had unanswered. I've been waiting for something like this since I was able to ask the tough questions about the universe.
Another thing for a author/scientist that made such a remarkable discovery into the inner most workings of the universe he's very humble soft spoken guy. I listened to his podcast, which makes this very evident by his speech style and personality. So I know he's the real deal, not seeking fame and fortune. He just has a unrelenting passion for this stuff, why else would he have stuck with this for 37 years to discover all this.
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Add Stability of Critical Equilibrium States (Nonlinear Science), Examines the stability of equilibrium states in nonlinear ordinary differential equations, specifically in cases where a linear approximation is insufficient to determine whether the equilibrium is stable or not. Beginning with a basic introduction, it wi, Stability of Critical Equilibrium States (Nonlinear Science) to the inventory that you are selling on WonderClubX
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Add Stability of Critical Equilibrium States (Nonlinear Science), Examines the stability of equilibrium states in nonlinear ordinary differential equations, specifically in cases where a linear approximation is insufficient to determine whether the equilibrium is stable or not. Beginning with a basic introduction, it wi, Stability of Critical Equilibrium States (Nonlinear Science) to your collection on WonderClub |
