ErdQs space is defined as the set " E " of points in the Hilbert space ! 2 of square summable sequences having all coordinates rational.
22.
This integral converges for all " z " e " 0, so the original divergent series is Borel summable for all such " z ".
23.
*PM : Continuous functions of several variables are Riemann summable, id = 6875-- WP guess : Continuous functions of several variables are Riemann summable-- Status:
24.
*PM : Continuous functions of several variables are Riemann summable, id = 6875-- WP guess : Continuous functions of several variables are Riemann summable-- Status:
25.
A spectral triple is said to be "'?-summable "'when e " tD 2 is of trace class for any t > 0.
26.
Shouldn't a summable family always be integrable for the counting measure, not just absolutely summable ones ? talk ) 10 : 06, 20 January 2011 ( UTC)
27.
Shouldn't a summable family always be integrable for the counting measure, not just absolutely summable ones ? talk ) 10 : 06, 20 January 2011 ( UTC)
28.
In practice this generalization is of little use, as there are almost no natural examples of series summable by this method that cannot also be summed by Borel's method.
29.
The trace class operators and the sequence space of summable sequences are in Calkin correspondence . ( The sum " is a symmetric functional on the space of summable sequences .)
30.
The trace class operators and the sequence space of summable sequences are in Calkin correspondence . ( The sum " is a symmetric functional on the space of summable sequences .)
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