Pages that link to "Item:Q1081054"
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The following pages link to New proof of the convergence of the Laplacian series at physical surfaces of the planets (Q1081054):
Displaying 4 items.
- Existence of a class of irregular bodies with a higher convergence rate of Laplace series for the gravitational potential (Q748266) (← links)
- Representing the potential of a general body as a series convergent everywhere outside its surface (Q1111111) (← links)
- On the domain of convergence of spherical harmonic expansions (Q2071784) (← links)
- On the exactness of estimates for irregularly structured bodies of the general term of Laplace series (Q2360161) (← links)
