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dynsys:reactdiffuse1 [2021/09/06 01:06] 127.0.0.1 external edit |
dynsys:reactdiffuse1 [2021/09/06 01:32] trinh |
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| where $\tilde{u}$ and $\tilde{v}$ are small perturbations away from $(1,1)$, and $\vec{m_1}$ and $\vec{m_2}$ are the eigenvectors. Thus, we get trajectories that look like: | where $\tilde{u}$ and $\tilde{v}$ are small perturbations away from $(1,1)$, and $\vec{m_1}$ and $\vec{m_2}$ are the eigenvectors. Thus, we get trajectories that look like: | ||
| - | {{mp3play>: | + | {{dynsys: |
| - | /*{{ :princeton:dynsys: | + | |
| - | < | + | {{ dynsys: |
| - | <div class=" | + | |
| - | <div style=" | + | |
| - | <img src="/ | + | |
| - | </ | + | |
| - | </ | + | |
| - | <div class=" | + | |
| - | </ | + | |
| Line 145: | Line 138: | ||
| \] | \] | ||
| - | {{mp3play>: | + | {{dynsys: |
| - | < | + | |
| - | <div style=" | + | {{ dynsys: |
| - | <div class=" | + | |
| - | <img src="/ | + | |
| - | </ | + | |
| - | <div class=" | + | |
| - | <img src="/ | + | |
| - | </ | + | |
| - | </ | + | |
| - | </ | + | |