Recent content by yeus

well.. first of all thanks for you answer... it helped me a bit, but the thing in the qotation marks, -thats exactly the part that i don't understand- why can you find a basis of eigenvecotrs in the generalized eigenspace? I may have a bug in my brain regarding to this forgive me ;)

so sad... no one wants to answer my question ;) please guys

When there is a difference between algebraic and geometric multiplicity of eigenvalues mainvectors are used to handle that difference. Mainvectors are defined as the solution v of the equation: (A-lambda*E)^k*v=0 where k is the multiplicity of the eigenvalue lambda. Now my question is: Why are...

I want to calculate the lagrangian points of the gravitational field in a 2-body problem. i want to superpose the two gravitational fields of the bodys and after that transform them into a rotating system which has the same angular velocity as the 2-body system does have. from this...

whow! ;) I come back a day later and find 21 answers to my question -actually not bad- *g* thanks guys. Well... except for one: i'm not satisfied with this answer, yet. I mean: We don't know what's "in" a black hole, what a black hole consists of. So would just a great density of energy...

The Theory of Relativity proposes equivalence between mass and energy. Well... since they are "equal", when mass disturbes the spacetime which causes a forcefield that we call gravity, energy should have the same effect on spacetime. Putting a huge amount of mass in a very little place in space...