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(I-q)-Stability and Uniform Convergence of the Solutions of Singularly Perturbed Boundary Value Problems
SYS 0103863 LBL 00000naa--22^^^^^-a-4500 003 SK-STU 005 20230922101801.1 007 ta 008 230803s^^^^-----------e------000-0-----d 024 7-
$2 DOI $a 10.3390/math11122717 024 7-
$2 SCOPUS $a 2-s2.0-85164204528 024 7-
$2 WOS $a 001020847300001 024 7-
$2 CC $a 001020847300001 035 $a biblio/1069714 $2 CREPC2 040 $a STU $b slo 041 0-
$a eng $b eng 100 1-
$7 stu_us_auth*stu53243 $a Vrábeľ, Róbert, $d 1967- $u 066000 $4 aut $9 100 $r Z1 $U MTF Materiálovotechnologická fakulta $T MTF Ústav aplikovanej informatiky, automatizácie a mechatroniky $X 2758 $U M6000 $Y 86 245 10
$a (I-q)-Stability and Uniform Convergence of the Solutions of Singularly Perturbed Boundary Value Problems / $c aut. Róbert Vrábeľ 650 04
$7 stu_us_auth*0112684 $a second-order ordinary differential equation 650 04
$7 stu_us_auth*stus21731 $a boundary value problems 650 04
$7 stu_us_auth*0112685 $a Neumann conditions 650 04
$7 stu_us_auth*0112686 $a periodic conditions 650 04
$7 stu_us_auth*0112687 $a three- and four-point conditions 650 04
$7 stu_us_auth*stus34404 $a singular perturbation 773 0-
$w stu_us_cat*0103492 $t Mathematics $x 2227-7390 $7 nnas $g Vol. 11, iss. 12 (2023), art. no. 2717, s. 1-14 856 4-
$u https://www.mdpi.com/2227-7390/11/12/2717
Number of the records: 1