DOIAbstract
summary:After a brief exposition of the state-of-art of research on the (Euclidean) simultaneous Diophantine approximation constants $\theta _s$, new lower bounds are deduced for $\theta _6$ and $\theta _7$
summary:After a brief exposition of the state-of-art of research on the (Euclidean) simultaneous Diophantine approximation constants $\theta _s$, new lower bounds are deduced for $\theta _6$ and $\theta _7$
AbstractIn a previous paper lower bounds were obtained on the simultaneous diophantine approximation...
The original problem of Diophantine approximation, which goes back to the famous 1842 theorem of Dir...
summary:This paper introduces some methods to determine the simultaneous approximation constants of ...
summary:After a brief exposition of the state-of-art of research on the (Euclidean) simultaneous Dio...
summary:After a brief exposition of the state-of-art of research on the (Euclidean) simultaneous Dio...
AbstractIt is proved that the three-dimensional Diophantine approximation constant is at least 2(275...
AbstractIt is proved that the three-dimensional Diophantine approximation constant is at least 2(275...
AbstractLower bounds are obtained on the simultaneous diophantine approximation of some values of ce...
We investigate the problem of best simultaneous Diophantine approximation under a constraint on the...
We investigate the problem of best simultaneous Diophantine approximation under a constraint on the...
We investigate the problem of best simultaneous Diophantine approximation under a constraint on the...
AbstractBeginning with an improvement to Dirichlet's Theorem on simultaneous approximation, in this ...
We study the problem of Diophantine approximation on lines in Rd under certain primality restriction...
AbstractIn a previous paper lower bounds were obtained on the simultaneous diophantine approximation...
The original problem of Diophantine approximation, which goes back to the famous 1842 theorem of Dir...
AbstractIn a previous paper lower bounds were obtained on the simultaneous diophantine approximation...
The original problem of Diophantine approximation, which goes back to the famous 1842 theorem of Dir...
summary:This paper introduces some methods to determine the simultaneous approximation constants of ...
summary:After a brief exposition of the state-of-art of research on the (Euclidean) simultaneous Dio...
summary:After a brief exposition of the state-of-art of research on the (Euclidean) simultaneous Dio...
AbstractIt is proved that the three-dimensional Diophantine approximation constant is at least 2(275...
AbstractIt is proved that the three-dimensional Diophantine approximation constant is at least 2(275...
AbstractLower bounds are obtained on the simultaneous diophantine approximation of some values of ce...
We investigate the problem of best simultaneous Diophantine approximation under a constraint on the...
We investigate the problem of best simultaneous Diophantine approximation under a constraint on the...
We investigate the problem of best simultaneous Diophantine approximation under a constraint on the...
AbstractBeginning with an improvement to Dirichlet's Theorem on simultaneous approximation, in this ...
We study the problem of Diophantine approximation on lines in Rd under certain primality restriction...
AbstractIn a previous paper lower bounds were obtained on the simultaneous diophantine approximation...
The original problem of Diophantine approximation, which goes back to the famous 1842 theorem of Dir...
AbstractIn a previous paper lower bounds were obtained on the simultaneous diophantine approximation...
The original problem of Diophantine approximation, which goes back to the famous 1842 theorem of Dir...
summary:This paper introduces some methods to determine the simultaneous approximation constants of ...
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