I see. So it wouldn't work for a 900MHZ cell phone signal. But would it reduce the strength of an 1611khz AM radio signal - which has a wavelength of 1862 meters?
But hypothetically, could it work with a 900MHZ cell phone signal if it was right next to the phone?
Btw, I'm just talking about a simple capacitor and inductor connected together. In this case, the "parasitic" inductance of the lead wires of a typical ceramic capacitor would form the L.
I'm not taking about an "active" cell phone jammer that sends high-power RF noise in all directions.
In the electromagnetic field, I do not see any possibility that a tuned L-C circuit could "absorb" or suppress the field intensity the way you would wish.
The Yagi-Uda antenna concept utilizes tuned dipoles as "reflectors" and "directors" to focus the wave intensity to a desired point where the "active dipole" is then located. Such arrangement makes a directional antenna which can be effective for waves coming (or going) from/to a desired point.
In agreement with the Yagi-Uda directional-antenna concept, you would observe, with several tuned dipoles around the "active" dipole, field intensity of a wave coming from a particular direction, to be attenuated.
The arrangement, however, is quite sensitive. To screen a device like a cell phone from the electromagnetic field, the best way is to use a conductive "box" around it. A box made from a meal mesh can be used if the holes are much smaller than the wavelength in question.
Oscillators generate RF power, and when connected to an antenna, this power can be radiated. I do not think you could observe any absorption effect like it occurs in atoms or molecules when they selectively absorb IR, visible or UV radiation. If any effect should be seen, you will need really many oscillators distributed in space; try to scale it from the visible light when absorbed by a particular gas, liquid or solid material.