V. Ponomarev.  
On uniqueness of a solution of boundary value problems for a system of two first-order differential equations with linear boundary conditions. II
 
Theorems of uniqueness of a solution of the boundary value problems
$$x'=h(t,x,y), \quad y'=f(t,x,y),$$
$$a_1x(a)+a_2x(b)+a_3y(a)+a_4y(b)+a_5=0,$$
$$b_1x(a)+b_2x(b)+b_3y(a)+b_4y(b)+b_5=0$$
are proved in the paper.

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