On the Inverse Ultrahyperbolic Klein-Gordon Kernel
On the Inverse Ultrahyperbolic Klein-Gordon Kernel
In this work, we define the ultrahyperbolic Klein-Gordon operator of order α on the function f by T α ( f ) = W α ∗ f , where α ∈ C , W α is the ultrahyperbolic Klein-Gordon kernel, the symbol ∗ denotes the convolution, and f ∈ S …