Global and Stochastic Analysis (GSA)
Vol. 8 No. 3 (December, 2021)
Special Issue: Modern Stochastic Models and Problems of Actuarial Mathematics
1. SOLUTION OF THE ILL-POSED CAUCHY PROBLEM FOR MATRIX FACTORIZATIONS OF THE 
HELMHOLTZ EQUATION ON THE PLANE
HELMHOLTZ EQUATION ON THE PLANE
Author: DAVRON ASLONQULOVICH JURAEV.                                      DOWNLOAD                             
How to Cite:
Juraev, D. A., 2021. SOLUTION OF THE ILL-POSED CAUCHY PROBLEM FOR MATRIX FACTORIZATIONS OF 
THE HELMHOLTZ EQUATION ON THE PLANE. Global and Stochastic Analysis, 8(3).
THE HELMHOLTZ EQUATION ON THE PLANE. Global and Stochastic Analysis, 8(3).
2. ITERATED LOGARITHM BOUNDS OF BI-DIRECTIONAL GRID CONSTRAINED STOCHASTIC PROCESSES
Author: ALDO TARANTO, SHAHJAHAN KHAN, RON ADDIE                             DOWNLOAD
How to Cite:
Taranto, A. and Taranto, A., 2021. ITERATED LOGARITHM BOUNDS OF BI-DIRECTIONAL GRID 
CONSTRAINED STOCHASTIC PROCESSES. Global and Stochastic Analysis, 8(3).
CONSTRAINED STOCHASTIC PROCESSES. Global and Stochastic Analysis, 8(3).
3. COEXISTENCE CHAOTIC BEHAVIOR ON THE EVOLUTION OF POPULATIONS OF THE BIOLOGICAL 
SYSTEMS MODELING BY THREE DIMENSIONAL QUADRATIC MAPPINGS
SYSTEMS MODELING BY THREE DIMENSIONAL QUADRATIC MAPPINGS
Author: GANIKHODZHAEV R.N. AND SEYTOV SH.J.                          DOWNLOAD
How to Cite:
Ganikhodzhaev, R. N. and Seytov, Sh. J., 2021. COEXISTENCE CHAOTIC BEHAVIOR ON THE EVOLUTION OF
POPULATIONS OF THE BIOLOGICAL SYSTEMS MODELING BY THREE DIMENSIONAL QUADRATIC
MAPPINGS. Global and Stochastic Analysis, 8(3).
POPULATIONS OF THE BIOLOGICAL SYSTEMS MODELING BY THREE DIMENSIONAL QUADRATIC
MAPPINGS. Global and Stochastic Analysis, 8(3).
4. OPTIMAL WATER DISTRIBUTION IN LARGE MAIN CANALS OF IRRIGATION SYSTEM
Author: ANVAR KABULOV, AYBEK SEYTOV, AND ADILBAY KUDAYBERGENOV                   DOWNLOAD
How to Cite:
Kabulov, A., Seytov, A. and Kudaybergenov, A., 2021. OPTIMAL WATER DISTRIBUTION IN LARGE MAIN 
CANALS OF IRRIGATION SYSTEM. Global and Stochastic Analysis, 8(3).
5. MODELING AND OPTIMIZATION OF WATER SUPPLY PROCESSES AT LARGE PUMPING 
STATIONS
STATIONS
Author: SHAVKAT RAKHIMOV, AYBEK SEYTOV, AND ADILBAY KUDAYBERGENOV             DOWNLOAD
How to Cite:
Rakhimov, S., Seytov, A. and Kudaybergenov, A., 2021. MODELING AND OPTIMIZATION OF WATER SUPPLY
PROCESSES AT LARGE PUMPING STATIONS. Global and Stochastic Analysis, 8(3).
PROCESSES AT LARGE PUMPING STATIONS. Global and Stochastic Analysis, 8(3).
6. NEWTON POLYHEDRON IN LOCAL RESOLUTION OF SINGULARITIES OF AN ALGEBRAIC CURVE
Author: AKHMADJON SOLEEV                     DOWNLOAD
How to Cite:
Akhmadjon, S., 2021. NEWTON POLYHEDRON IN LOCAL RESOLUTION OF SINGULARITIES OF AN 
ALGEBRAIC CURVE. Global and Stochastic Analysis, 8(3).
ALGEBRAIC CURVE. Global and Stochastic Analysis, 8(3).
7. META HEURISTICS IN PARAMETRIC PROCESS DESIGN: LASER CUTTING STUDY ANALYSIS
Author: TATJANA SIBALIJA                 DOWNLOAD
How to Cite:
Sibalija, T., 2021. META HEURISTICS IN PARAMETRIC PROCESS DESIGN: LASER CUTTING STUDY
ANALYSIS. Global and Stochastic Analysis, 8(3).
ANALYSIS. Global and Stochastic Analysis, 8(3).
8. PROBABILISTIC MODELS FOR NUMERICAL SOLUTION OF BOUNDARY VALUE PROBLEMS FOR A
SYSTEM OF ELLIPTIC EQUATIONS
SYSTEM OF ELLIPTIC EQUATIONS
Author: ABDUJABAR RASULOV AND GULNORA RAIMOVA                     DOWNLOAD
How to Cite:
Rasulov,  A. and Raimova, G., 2021. PROBABILISTIC MODELS FOR NUMERICAL SOLUTION OF BOUNDARY 
VALUE PROBLEMS FOR A SYSTEM OF ELLIPTIC EQUATIONS. Global and Stochastic Analysis, 8(3).
VALUE PROBLEMS FOR A SYSTEM OF ELLIPTIC EQUATIONS. Global and Stochastic Analysis, 8(3).
9. ON THE CLARK-OCONE TYPE FORMULA FOR INTEGRAL TYPE WIENER FUNCTIONAL
Author: BADRI MAMPORIA, EKATERINE NAMGALAURI, AND OMAR PURTUKHIA         DOWNLOAD
How to Cite:
Mamporia, B., Namgalauri, E., and Purtukhia, O., 2021. ON THE CLARK-OCONE TYPE FORMULA FOR 
INTEGRAL TYPE WIENER FUNCTIONAL. Global and Stochastic Analysis, 8(3).
INTEGRAL TYPE WIENER FUNCTIONAL. Global and Stochastic Analysis, 8(3).
10. MULTI-SERVICE RESOURCE QUEUE WITH THE MULTY-COMPONENT POISSON ARRIVALS TATYANA 
BUSHKOVA, ANASTASIA GALILEYSKAYA, EKATERINA LISOVSKAYA
BUSHKOVA, ANASTASIA GALILEYSKAYA, EKATERINA LISOVSKAYA
Author: EKATERINA PANKRATOVA, AND SVETLANA MOISEEVA                     DOWNLOAD
How to Cite:
Pankratova, E. and Svetlana, S., 2021. MULTI-SERVICE RESOURCE QUEUE WITH THE MULTY-COMPONENT 
POISSON ARRIVALS TATYANA BUSHKOVA, ANASTASIA GALILEYSKAYA, EKATERINA LISOVSKAYA. Global
and Stochastic Analysis, 8(3).
POISSON ARRIVALS TATYANA BUSHKOVA, ANASTASIA GALILEYSKAYA, EKATERINA LISOVSKAYA. Global
and Stochastic Analysis, 8(3).
11. REPEATED FLOW ANALYSIS IN INFINITE-SERVER QUEUEING TANDEM WITH MMPP ARRIVALS AND
FEEDBACK AT THE SECOND STAGE
FEEDBACK AT THE SECOND STAGE
Author: MARIA SHKLENNIK, ALEXANDER MOISEEV, AND ANNA MOROZOVA                    DOWNLOAD
How to Cite:
Shklennik, M., Moiseev, A., and Morozova,  A.,2021. REPEATED FLOW ANALYSIS IN INFINITE-SERVER 
QUEUEING TANDEM WITH MMPP ARRIVALS AND FEEDBACK AT THE SECOND STAGE. Global and Stochastic
Analysis, 8(3).
QUEUEING TANDEM WITH MMPP ARRIVALS AND FEEDBACK AT THE SECOND STAGE. Global and Stochastic
Analysis, 8(3).
12. ON SOME PROPERTIES OF THE AREA OF A CONVEX HULL GENERATED BY A POISSON 
POINT PROCESS INSIDE A PARABOLA
POINT PROCESS INSIDE A PARABOLA
Author: KHAMDAMOV I.M.                           DOWNLOAD
How to Cite:
Khamdamov, I. M., 2021. ON SOME PROPERTIES OF THE AREA OF A CONVEX HULL GENERATED BY A 
POISSON POINT PROCESS INSIDE A PARABOLA. Global and Stochastic Analysis, 8(3).
POISSON POINT PROCESS INSIDE A PARABOLA. Global and Stochastic Analysis, 8(3).
13. LIMIT THEORIES FOR THE GENERALIZED SIZE OF THE EPIDEMIC IN ONE MARKOV'S EPIDEMIC MODEL 
WITH IMMUNIZATION AND TAKING INTO ACCOUNT THE IN HOMOGENEITY OF MIXING
WITH IMMUNIZATION AND TAKING INTO ACCOUNT THE IN HOMOGENEITY OF MIXING
Author: SEDOV S.S.                      DOWNLOAD
How to Cite:
Sedov, S. S., 2021. LIMIT THEORIES FOR THE GENERALIZED SIZE OF THE EPIDEMIC IN ONE MARKOV'S 
EPIDEMIC MODEL WITH IMMUNIZATION AND TAKING INTO ACCOUNT THE IN HOMOGENEITY OF
MIXING. Global and Stochastic Analysis, 8(3).
EPIDEMIC MODEL WITH IMMUNIZATION AND TAKING INTO ACCOUNT THE IN HOMOGENEITY OF
MIXING. Global and Stochastic Analysis, 8(3).
14.  ANALYTICAL PROOF OF ONE STRONG VERSION OF THE LAW OF LARGE NUMBERS
Author: SH. K. FORMANOV AND B. B. KHUSAINOVA                     DOWNLOAD
How to Cite:
Formanov, S.K.,  and Khusainova, B. B., 2021. ANALYTICAL PROOF OF ONE STRONG VERSION OF THE LAW 
OF LARGE NUMBERS. Global and Stochastic Analysis, 8(3).
OF LARGE NUMBERS. Global and Stochastic Analysis, 8(3).
15. ASYMPTOTIC ANALYSIS OF MARKOVIAN RETRIAL QUEUE WITH UNRELIABLE SERVER AND MULTIPLE 
TYPES OF OUTGOING CALLS
TYPES OF OUTGOING CALLS
Author: NAZAROV ANATOLY, PAUL SVETLANA, AND LIZYURA OLGA                          DOWNLOAD
How to Cite:
Anatoly, N., Svetlana, P. and Olga, L., 2021. ASYMPTOTIC ANALYSIS OF MARKOVIAN RETRIAL QUEUE 
WITH UNRELIABLE SERVER & MULTIPLE TYPES OF OUTGOING CALLS. Global and Stochastic Analysis, 8(3).
WITH UNRELIABLE SERVER & MULTIPLE TYPES OF OUTGOING CALLS. Global and Stochastic Analysis, 8(3).
16. ON LIMIT THEOREMS FOR BRANCHING PROCESSES WITH DEPENDENT IMMIGRATION
Author: SADILLO SHARIPOV                           DOWNLOAD
How to Cite:
Sharipov, S., 2021. ON LIMIT THEOREMS FOR BRANCHING PROCESSES WITH DEPENDENT IMMIGRATION. 
Global and Stochastic Analysis, 8(3).
Global and Stochastic Analysis, 8(3).
17 CENTRAL LIMIT THEOREM FOR WEAKLY DEPENDENT RANDOM FIELDS WITH VALUES IN lp (1 ≤ p ≤ 2)
Author: DILNURA RUZIEVA AND OLIMJON SHARIPOV                         DOWNLOAD
How to Cite:
Ruzieva, D. and Sharipov, O., 2021. CENTRAL LIMIT THEOREM FOR WEAKLY DEPENDENT RANDOM FIELDS
WITH VALUES IN lp (1 p 2). Global and Stochastic Analysis, 8(3).
18. MEDICAL CONSULTATION AND PANDEMIC INVESTIGATION: PERTINENCE TO GAME THEORY 
Author: SWATI SAXENA, SHUBHAM AGARWAL RAJAT KAPOOR & B.K. SINGH                       DOWNLOAD
How to Cite:
Saxena, S., Agarwal, S.,  Kapoor , R. and Singh, B.K., 2021. MEDICAL CONSULTATION AND PANDEMIC 
INVESTIGATION: PERTINENCE TO GAME THEORY . Global and Stochastic Analysis, 8(3).
INVESTIGATION: PERTINENCE TO GAME THEORY . Global and Stochastic Analysis, 8(3).