Um, no.
The facts don't support it. Yes, the Moon and the Sun have effects on tides, not only on water but on the entire crust of the Earth. But none of the other planets have a measurable effect on the Earth via gravity (or any other means.) Why? Well, it has to do with the distances and masses involved. Newton's equation: F=(G x M1 x M2)/r^2 where F is force felt, G is "the gravitational constant," M1 and M2 are the masses of the objects, and r is the distance between the two. In other words, if the distance between two objects doubles, they will feel only one-fourth of the effect of gravity on each other. The moon is close enough to us to have an effect, but as Mars at its closest is 150 times further away. Since Mars masses about 10 times as much as the moon, we can then figure out the difference in effect. The difference in forces is signficantly more than a factor of 2000 -- that is, the mass of Mars affects the Earth one-two thousandth as much as the moon. And that's only at its closest to the Earth. The other planets, being so much further away, have even less effect. Add them all up, they still don't come to one-thousandth the effect as the moon. (The Sun has an effect because of its incredibly greater mass, but still is much less than the moon.)
On top of all this, I was just going by "gravitational influence" using the "inverse-squared" relationship. If I recall, actual tidal effect follows more of an "inverse-cubed" effect. This changes the effect of Mars to less than one-three hundred thousandth of the moon!
To ascribe any effect on the Earth from any or all of the other planets just doesn't add up. Literally.