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INTRODUCTION . . . . . . xiii
1. LINEAR EQUATIONS. BASIC NOTIONS . 3
2. EQUATIONS WITH A CLOSED OPERATOR 6
3. THE ADJOINT EQUATION . . . . . . 10
4. THE EQUATION ADJOINT TO THE FACTORED EQUATION. 17
5. AN EQUATION WITH A CLOSED OPERATOR WHICH HAS A DENSE DOMAIN 18 NORMALLY SOLVABLE EQUATIONS WITH FINITE DIMENSIONAL KERNEL. 22
6. A PRIORI ESTIMATES .. . . . . . 24
7. EQUATIONS WITH FINITE DEFECT . . . 27
8.
9. SOME DIFFERENT ADJOINT EQUATIONS . 30
10. LINEAR TRANSFORMATIONS OF EQUATIONS 33 TRANSFORMATIONS OF d-NORMAL EQUATIONS . 38
11.
12. NOETHERIAN EQUATIONS. INDEX. . . . . . 42
13. EQUATIONS WITH OPERATORS WHICH ACT IN A SINGLE SPACE 44
14. FREDHOLM EQUATIONS. REGULARIZATION OF EQUATIONS 46
15. LINEAR CHANGES OF VARIABLE . . . . . . . . 50
16. STABILITY OF THE PROPERTIES OF AN EQUATION 53 OVERDETERMINED EQUATIONS 59
17.
18. UNDETERMINED EQUATIONS 62
19. INTEGRAL EQUATIONS . . . 65 DIFFERENTIAL EQUATIONS . 80
20. APPENDIX. BASIC RESULTS FROM FUNCTIONAL ANALYSIS USED IN THE TEXT 95 LITERATURE CITED . . . . . . . . . . . . . . . . . . .. . . . 99 . . PRE F ACE The basic material appearing in this book represents the substance v of a special series of lectures given by the author at Voronez University in 1968/69, and, in part, at Dagestan University in 1970.
1. LINEAR EQUATIONS. BASIC NOTIONS . 3
2. EQUATIONS WITH A CLOSED OPERATOR 6
3. THE ADJOINT EQUATION . . . . . . 10
4. THE EQUATION ADJOINT TO THE FACTORED EQUATION. 17
5. AN EQUATION WITH A CLOSED OPERATOR WHICH HAS A DENSE DOMAIN 18 NORMALLY SOLVABLE EQUATIONS WITH FINITE DIMENSIONAL KERNEL. 22
6. A PRIORI ESTIMATES .. . . . . . 24
7. EQUATIONS WITH FINITE DEFECT . . . 27
8.
9. SOME DIFFERENT ADJOINT EQUATIONS . 30
10. LINEAR TRANSFORMATIONS OF EQUATIONS 33 TRANSFORMATIONS OF d-NORMAL EQUATIONS . 38
11.
12. NOETHERIAN EQUATIONS. INDEX. . . . . . 42
13. EQUATIONS WITH OPERATORS WHICH ACT IN A SINGLE SPACE 44
14. FREDHOLM EQUATIONS. REGULARIZATION OF EQUATIONS 46
15. LINEAR CHANGES OF VARIABLE . . . . . . . . 50
16. STABILITY OF THE PROPERTIES OF AN EQUATION 53 OVERDETERMINED EQUATIONS 59
17.
18. UNDETERMINED EQUATIONS 62
19. INTEGRAL EQUATIONS . . . 65 DIFFERENTIAL EQUATIONS . 80
20. APPENDIX. BASIC RESULTS FROM FUNCTIONAL ANALYSIS USED IN THE TEXT 95 LITERATURE CITED . . . . . . . . . . . . . . . . . . .. . . . 99 . . PRE F ACE The basic material appearing in this book represents the substance v of a special series of lectures given by the author at Voronez University in 1968/69, and, in part, at Dagestan University in 1970.