论文标题
BMO中具有抗对称部分的抛物线托架操作员的Kato Square Root问题
The Kato square root problem for parabolic operators with an anti-symmetric part in BMO
论文作者
论文摘要
我们为抛物线算子解决了Kato Square Root问题，这些系数可以写为具有强制性的复杂部分的总和，并且是在BMO中的真实反对称部分。特别是，我们允许某些无限的系数。
We solve the Kato square root problem for parabolic operators whose coefficients can be written as the sum of a complex part, which is coercive, and a real anti-symmetric part, which is in BMO. In particular, we allow for certain unbounded coefficients.
