On singular and regular cauchy problems
โ Scribed by J. B. Diaz
- Publisher
- John Wiley and Sons
- Year
- 1956
- Tongue
- English
- Weight
- 398 KB
- Volume
- 9
- Category
- Article
- ISSN
- 0010-3640
No coin nor oath required. For personal study only.
๐ SIMILAR VOLUMES
Existence of a unique solution for a class of regular singular two point boundary value problems . and with quite general conditions on f x, y . These conditions on f x, y are sharp, which is seen through one example. Regions for multiple solutions have also been determined.
dedicated to professor r. k. s. rathore on his 42 nd birthday Existence of a unique solution of a class of weakly regular singular two point boundary value problems &( p(x) y$)$=p(x) f (x, y), 00 on (0, b); (ii) p(x) # C 1 (0, r), and for some r>b; (iii) xp$(x)รp(x) is analytic in [z: |z| <r] with T
## Abstract In this paper we shall consider some necessary and sufficient conditions for wellโposedness of second order hyperbolic equations with nonโregular coefficients with respect to time. We will derive some optimal regularities for wellโposedness from the intensity of singularity to the coeff
## Abstract The nonโcharacteristic Cauchy problem for the heat equation __u__~__xx__~(__x__,__t__) = __u__~1~(__x__,__t__), 0 โฉฝ __x__ โฉฝ 1, โ โ < __t__ < โ, __u__(0,__t__) = ฯ(__t__), __u__~__x__~(0, __t__) = ฯ(__t__), โ โ < __t__ < โ is regularizรจd when approximate expressions for ฯ and ฯ are given