I don't, but I still have a couple of Mechanics and Statics-and-Dynamics books from college, as old as I am. The formulas for moment of inertia and radius of gyration are the same but the Earth rotated the opposite way in those days, which makes it confusing.
About those tubes, Euler's formula and much of the rest are long lost in my memory, but my non-mathematical recollection of the situation is this. Increasing resistance to buckling for a given *weight* of of a given tubular material, by increasing tube diameter and thinning the walls, is self-limiting. You reach a degree of wall thinness at which the diameter (and the curvature) of the tube becomes a lesser factor and the thin walls begin to behave more like a plate loaded in compression, on edge. In other words, plate stiffness in compression-induced bending begins to cross curves with the sectional stiffness of the large-diameter tube.
Aluminum in the form of a tube, having 1/3 the density of steel and also 1/3 the stiffness (roughly), can be made larger in diameter (for the same material weight and length) because the relative wall thickness remains greater, even when the tube is somewhat larger in diameter. In other words, you can take advantage of aluminum's far greater plate stiffness, per pound of material, and, in doing so, you can increase the diameter of the tube somewhat. You can increase diameter and still have considerably thicker walls than you'd have with steel tubes of the same weight. The total effect is an increase in the radius of gyration for the aluminum tubes over the steel tubes, because of the greater diameter, before you start to cross curves with the plate stiffness of the walls.
To get back to the space frames for cars, and what I originally said about there being no theoretical advantage in performance for an aluminum-tube space frame, the things I've just said above don't change that. The performance of a space-frame car chassis is limited by stiffness, not by strength, and the actual resistance to buckling should never come into play at all, in a properly designed, fully triangulated space-frame chassis -- until you crash.
Ed Huntress