论文标题
双曲线倍曲底的限制不平等
Restriction inequalities for the hyperbolic hyperboloid
论文作者
论文摘要
在本文中，我们建立了有条件和无条件的新不平等，以在三个维度上与双曲线或单声层的双曲线相关的限制问题，并具有Lorentz-Invariant措施。这些不等式是双线性范围$ q> \ frac {10} {3} $的无条件（和最佳）。
In this article we establish new inequalities, both conditional and unconditional, for the restriction problem associated to the hyperbolic, or one-sheeted, hyperboloid in three dimensions, endowed with a Lorentz-invariant measure. These inequalities are unconditional (and optimal) in the bilinear range $q > \frac{10}{3}$.
