Hemicylindrical Function
A function 
which satisfies the Recurrence Relation
together with
is called a hemicylindrical function.
References
Sonine, N. ``Recherches sur les fonctions cylindriques et le développement des fonctions continues en séries.'' Math. Ann. 16, 1-9 and 71-80, 1880.
Watson, G. N. ``Hemi-Cylindrical Functions.'' §10.8 in A Treatise on the Theory of Bessel Functions, 2nd ed. Cambridge, England: Cambridge University Press, p. 353, 1966.
- Basset Function
- Batch
- Bateman Function
- Batrachion
- Bauer's Identical Congruence
- Bauer's Theorem
- Bauspiel
- Bayes' Formula
- Bayesian Analysis
- Bayes' Theorem
- Bays' Shuffle
- Beam Detector
- Bean Curve
- Beast Number
- Beatty Sequence
- Beauzamy and Dégot's Identity
- Bee
- Behrens-Fisher Test
- Behrmann Cylindrical Equal-Area Projection
- Bei
- Bell Curve
- Bell Number
- Bellows Conjecture
- Bell Polynomial
- Bell Triangle