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Wednesday, December 19, 2012

Functional Analytic Methods; Linear Constraints




INTRODUCTION
$0 -  NOTATIONS
I  -  THE  INTERIOR  INTEGRAL
§ 1 .    T h e   R i e m a n n - S t i e L . 
i n k e g h u e 
/ e b   i n t e g h a L   and  t h e  i n t e h i o h 
5 2 .    T h e   Riemann  i n t e g h a e   and  t h e  Vahboux  i n t e g h a e 
53.  R e g u l a t e d   d u n c t i o n b 
9 4 .    FuMctiOnb  06  bounded  B - v a h i a t i o n 
1 5 .    R e p h e b e n t a t i o n   theonemb  and  t h e .   t h e o h e m   06 Heely
§6. R e p h e b e n t a t i o n   theohemb  o n   o p e n   i n t e h v a l b 
11- THE ANALYSIS OF REGULATED  FUNCTIONS
5  1  .     T h e   theohem  06  Bhay   and  t h e   6ohmuLa  06 V i h i c h l e X 
5 2 .     E x t e n b i o n   t  o    open  i n t e h v a k h 
111- VOLTERRA STIELTJES-INTEGRAL  EQUATIONS WITH  LINEAR
CONSTRAINTS
$ 1 .    T h e   htbO.tVent  06  a   VoLtehha S t i e L t j e b - i n t e g h a e 
8 2 .     l n t e g ~ ~ u - d i 6 6 e h e n t i a L    e q u a t i o n b   and   hahmonic
5  3 .    E q u a t i o n b   w i t h   k i n e a h   c o n h t h a i n t b 
e q u a t i o n 
o p e h a t o h b 
REFERENCES
SYMBOL INDEX
INDEX

Integral and Differential Equations - School of Mathematics
Differential and Integral Equations - Aftabi
Inequalities for Differential and Integral Equations
Differential and Integral Equations
Other Mathematics Books
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