Pages that link to "Item:Q3478979"
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The following pages link to THE STRUCTURE AND GEOMETRY OF MAXIMAL SETS OF CONVERGENCE AND UNBOUNDED DIVERGENCE ALMOST EVERYWHERE OF MULTIPLE FOURIER SERIES OF FUNCTIONS IN<i>L</i><sub>1</sub>EQUAL TO ZERO ON A GIVEN SET (Q3478979):
Displaying 8 items.
- On the existence of functions from \(L_ p\), p\(\geq 1\), whose Fourier series converge to zero on a prescribed set and diverge unboundedly outside it (Q582520) (← links)
- Maximal sets of convergence and unbounded divergence of multiple Fourier series with \(J_k\)-lacunary sequence of partial sums (Q845229) (← links)
- Multiple Fourier integral and multiple Fourier series under square summation (Q920331) (← links)
- Strengthened maximal function and pointwise convergence in R n, II (Q1106417) (← links)
- Divergence almost everywhere of rectangular partial sums of multiple Fourier series of bounded functions (Q1282504) (← links)
- Rectangular summation of multiple Fourier series and multi-parametric capacity (Q2234495) (← links)
- Full divergence and maximal functions with cancellation (Q4634577) (← links)
- STRUCTURAL AND GEOMETRIC CHARACTERISTICS OF SETS OF CONVERGENCE AND DIVERGENCE OF MULTIPLE FOURIER SERIES OF FUNCTIONS WHICH EQUAL ZERO ON SOME SET (Q5692254) (← links)
