[2] Bugajewska, D.: 
On the equation of $n$th order and the Denjoy integral. Nonlinear Anal. 34 (1998), 1111-1115. 
MR 1637221 | 
Zbl 0948.34003[3] Bugajewska, D., Bugajewski, D.: 
On nonlinear integral equations and nonabsolute 		convergent integrals. Dyn. Syst. Appl. 		 14 (2005), 135-148 		. 
MR 2128317 | 
Zbl 1077.45004[4] Bugajewski, D., Szufla, S.: 
On the Aronszajn property for differential equations and 		the Denjoy integral. Ann. Soc. Math. 		 35 (1995), 61-69 		. 
MR 1384852 | 
Zbl 0854.34005[5] Chew, T., Flordeliza, F.: 
On $x'=f(t,x)$ and Henstock-Kurzweil 		 integrals. Differ. Integral Equ. 		 4 (1991), 861-868 		. 
MR 1108065 | 
Zbl 0733.34004[6] Henstock, R.: 
Definitions of Riemann type of the variational integral. Proc. Lond. Math. Soc. 11 (1961), 404-418. 
MR 0132147[7] Henstock, R.: 
The General Theory of Integration. Oxford Math. Monogr., 	 Clarendon Press, Oxford (1991) 	. 
MR 1134656 | 
Zbl 0745.26006[8] Kurzweil, J.: 
Generalized Ordinary Differential Equations and Continuous Dependence on a Parameter. Czech. Math. J. 7 (1957), 418-449 	. 
MR 0111875 | 
Zbl 0090.30002[9] McLeod, R.: 
The Generalized Riemann Integral. Carus Math. Monogr., 	 no. 20, Mathematical Association of America, Washington (1980) 	. 
MR 0588510 | 
Zbl 0486.26005[10] Munkres, J.: 
Analysis on Manifolds. Addison-Wesley Publishing Company, Redwood City, CA (1991) 		. 
MR 1079066 | 
Zbl 0743.26006[12] Pfeffer, W.: 
The multidimensional fundamental theorem of calculus. J. Austral. Math. Soc. 		 (Ser. A) 43 (1987), 143-170 		. 
MR 0896622 | 
Zbl 0638.26011[13] Rudin, W.: 
Principles of Mathematical Analysis. Third Ed., McGraw-Hill, New York (1976) 		. 
MR 0385023 | 
Zbl 0346.26002[15] Schwabik, Š.: 
The Perron integral in ordinary differential equations. Differ. 		 Integral Equ. 6 (1993), 863-882 		. 
MR 1222306 | 
Zbl 0784.34006