摘要
We consider the Cauchy problem for a family of SchrSdinger equations with initial data in modulation spaces Mp,1^s. We develop the existence, uniqueness, blowup criterion, stability of regularity, scattering theory, and stability theory.
We consider the Cauchy problem for a family of SchrSdinger equations with initial data in modulation spaces Mp,1^s. We develop the existence, uniqueness, blowup criterion, stability of regularity, scattering theory, and stability theory.
基金
Acknowledgements This work was Foundation of China （Grant No. 11271330） Province （Grant No. Y604563）. supported by the National Natural Science and the Natural Science Foundation of Zhejiang
