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"joyce d"
Showing items 1-6 of 6 (1 Page(s) Totally)
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| 臺大學術典藏 |
2018-09-10T08:34:39Z |
On the existence of Hamiltonian stationary Lagrangian submanifolds in symplectic manifolds
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Joyce, D.;Lee, Y.-I.;Schoen, R.; Joyce, D.; Lee, Y.-I.; Schoen, R.; YNG-ING LEE |
| 臺大學術典藏 |
2018-09-10T08:34:39Z |
On the existence of Hamiltonian stationary Lagrangian submanifolds in symplectic manifolds
|
Joyce, D.;Lee, Y.-I.;Schoen, R.; Joyce, D.; Lee, Y.-I.; Schoen, R.; YNG-ING LEE |
| 臺大學術典藏 |
2018-09-10T08:08:20Z |
Self-similar solutions and translating solitons for Lagrangian mean curvature flow
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Joyce, D.; Lee, Y.-I.; Tsui, M.-P.; Joyce, D.; Lee, Y.-I.; Tsui, M.-P.; MAO-PEI TSUI |
| 臺大學術典藏 |
2018-09-10T08:08:20Z |
Self-similar solutions and translating solitons for Lagrangian mean curvature flow
|
Joyce, D.; Lee, Y.-I.; Tsui, M.-P.; Joyce, D.; Lee, Y.-I.; Tsui, M.-P.; MAO-PEI TSUI |
| 臺大學術典藏 |
2018-09-10T08:08:17Z |
Self-similar solutions and translating solitons for Lagrangian mean curvature flow
|
Joyce, D.; Lee, Y.-I.; Tsui, M.-P.; Joyce, D.; Lee, Y.-I.; Tsui, M.-P.; YNG-ING LEE |
| 臺大學術典藏 |
2018-09-10T08:08:17Z |
Self-similar solutions and translating solitons for Lagrangian mean curvature flow
|
Joyce, D.; Lee, Y.-I.; Tsui, M.-P.; Joyce, D.; Lee, Y.-I.; Tsui, M.-P.; YNG-ING LEE |
Showing items 1-6 of 6 (1 Page(s) Totally)
1
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