criterion for convergence
C26950
concept
A criterion for convergence is a specific test or condition used to determine whether a given sequence or series approaches a finite limit as its index or number of terms increases.
Observed surface forms (4)
- condition for central limit theorem ×1
- criterion for Fourier series convergence ×1
- criterion for pointwise convergence ×1
- pseudorandomness criterion ×1
Instances (5)
- Cauchy convergence criterion
- Dirichlet conditions via concept surface "criterion for Fourier series convergence"
- Yao’s next-bit test via concept surface "pseudorandomness criterion"
- Lyapunov condition via concept surface "condition for central limit theorem"
- Dini test for convergence of Fourier series via concept surface "criterion for pointwise convergence"