Nikolay G. Moshchevitin
Published 2009-12-12, updated 2010-09-06Version 3
We find new inequalities between uniform and individual Diophantine exponents for three-dimensional Diophantine approximations. Also we give a result for two linear forms in two variables. The results improves V.Jarnik's theorem (1954).
Comments: The results of the second version are better than that from the first one. Misprints corrected in the third version
On a result of Fel'dman on linear forms in the values of some E-functions
Linear forms of a given Diophantine type
Equidistribution of values of linear forms on a cubic hypersurface
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