List of publications devoted to Markov chains

1. Nagaev S. V.
   Some limit theorems for stationary Markov chains.
   Theory Probab. Appl., 1957, 2, No 4, 378-406. PDF
   Original Russian Text@ Teor. Verojatn. i Primen., 1957. 2, No 4, 389-416.
   
   
2. Nagaev S. V.
   More exact statements of limit theorems for homogenious Markov chains.
   Theory Probab. Appl., 1961, 6, No 1, 62-81. PDF
   Original Russian Text@ Teor. Verojatn. i Primen., 1961, 6, No 1, 67-86.
   
   
3. Nagaev S. V.
   A central limit theorem for discrete-time Markov processes.
   Selected Translations in Math. Stat. and Probab., 1968, 7, 156-164. PDF
   Original Russian Text@ Izv. Akad. Nauk UzSSR, Ser. Fiz-Mat. Nauk, 1962, No 2, 12-20.
   
   
4. Nagaev S. V.
   Ergodic theorems for discrete-time Markov processes.
   Sib. Math. Zh., 1965, 6, No 2, 413-432. (In Russian)
   
   
5. Nagaev S. V.
   On an ergodic theorem for homogenious Markov chains.
   Soviet Math. Dokl., 1982, 25, No 2, 281-284. PDF
   Original Russian Text@ Dokl. Akad. Nauk SSSR, 1982, 263, No 1, 27-30.
   
   
6. Nagaev S. V. Ergodic theorems for homogenious Markov chains.
   Soviet Math. Dokl., 1989, 39, No 2, 483-486. PDF
   Original Russian Text @ Dokl. Akad. Nauk SSSR, 1989, 306, No 3, 283-286.
   
   
7. Nagaev S. V.
   An analytical approach to reccurent by Harris Markov chains and a Berry-Esseen bound.
   Dokl. Akad. Nauk, 1998, 359, No 5, 590-592. (In Russian)
   
   
8. S. Kh. Sirazhdinov
   Limit theorems for homogenious Markov chains. Tashkent, 1955. (In Russian)
   
   
9. Nagaev S. V.
   On a local limit theorem for the sequence or random variables forming a simple homogenious Markov chain with a denumerable set of admissible values.
   Izv. Akad. Nauk UzSSR, Ser. Fiz-Mat. Nauk, 1957, No 3, 71-72. (In Russian)
   
   
10. Nagaev S. V.
    A local limit theorem for denumerable Markov chains.
    In: Limit Theorems in Probability, FAN, Tashkent, 1963, 69-74. (In Russian)
    
    
11. Nagaev S. V.
    Some limit theorems for homogenious Markov chains. Candidate thesis, Tashkent UC, 1958, 57 p.
    
    
12. Nagaev S. V.
    Some limit theorems for homogenious Markov chains.
    Doctorate thesis, Instit. Math. of UzSSR, Tashkent, 1963, 136 p.
    
    
13. Athreya K. B., Ney P.
    A new approach to the limit theory of recurrent Markov chains.
    Trans.Amer. Math., Soc., 1978, 245, 493-501.
    
    
14. Nummelin E.
    A splitting technique for Harris recurrent Markov chains.
    Z. Wahrschein-lichkeitstheorie verw. Geb. 1978, B. 43, H4, 309-318.