Том 2 № 2.2.1 (2025): O'zMu xabarlari (2.2.1) SONI. 2025 Aniq fanlar

Статьи

• THE CAUCHY PROBLEM FOR A HIGH-ORDER ORDINARY DIFFERENTIAL EQUATION INVOLVING THE BESSEL OPERATOR AND LOWER-ORDER TERMS

  Shakhobiddin Karimov , Akhrorjon Boynazarov

  64-72

  Аннотация : 0

  THE CAUCHY PROBLEM FOR A HIGH-ORDER ORDINARY DIFFERENTIAL EQUATION INVOLVING THE BESSEL OPERATOR AND LOWER-ORDER TERMS (English) : 0

  • THE CAUCHY PROBLEM FOR A HIGH-ORDER ORDINARY DIFFERENTIAL EQUATION INVOLVING THE BESSEL OPERATOR AND LOWER-ORDER TERMS (English)

• The dynamics of piecewise-continuous Volterra QSO on S2

  Javokhir Usmonov

  143-150

  Аннотация : 0

  The dynamics of piecewise-continuous Volterra QSO on S2 (English) : 0

  • The dynamics of piecewise-continuous Volterra QSO on S2 (English)

• On the solvability of the Cauchy problem for the Biharmonic equation

  Salibxan Sharipova

  126-131

  Аннотация : 0

  On the solvability of the Cauchy problem for the Biharmonic equation (English) : 0

  • On the solvability of the Cauchy problem for the Biharmonic equation (English)

• ON THE CONSTRUCTION OF GEODESIC MAPPINGS FOR SURFACES OF REVOLUTION

  Anvarjon Sharipov , Zokirxo‘ja Usmonxo‘jayev

  120-125

  Аннотация : 0

  ON THE CONSTRUCTION OF GEODESIC MAPPINGS FOR SURFACES OF REVOLUTION (English) : 0

  • ON THE CONSTRUCTION OF GEODESIC MAPPINGS FOR SURFACES OF REVOLUTION (English)

• IKKINCHI TIP KLASSIK SOHALARDA LAPLAS ALMASHTIRISHI, TESKARI LAPLAS ALMASHTIRISH FORMULASI VA TASVIR FUNKSIYANING GOLOMORFLIGI HAQIDAGI TEOREMANING ANALOGI

  Shoxrux Rajabov

  114-119

  Аннотация : 0

  IKKINCHI TIP KLASSIK SOHALARDA LAPLAS ALMASHTIRISHI, TESKARI LAPLAS ALMASHTIRISH FORMULASI VA TASVIR FUNKSIYANING GOLOMORFLIGI HAQIDAGI TEOREMANING ANALOGI (Uzbek) : 0

  • IKKINCHI TIP KLASSIK SOHALARDA LAPLAS ALMASHTIRISHI, TESKARI LAPLAS ALMASHTIRISH FORMULASI VA TASVIR FUNKSIYANING GOLOMORFLIGI HAQIDAGI TEOREMANING ANALOGI (Uzbek)

• Central limit theorem for autoregressive processes with values in Lp[0; 1]

  Ibrohim Muxtorov

  108-113

  Аннотация : 0

  Central limit theorem for autoregressive processes with values in Lp[0; 1] (English) : 0

  • Central limit theorem for autoregressive processes with values in Lp[0; 1] (English)

• Uchinchi tur klassik soha yordamida aniqlangan matritsaviy poliedrda Bishop integral formulasi

  Erkin Maxkamov

  103-107

  Аннотация : 0

  Uchinchi tur klassik soha yordamida aniqlangan matritsaviy poliedrda Bishop integral formulasi (Uzbek) : 0

  • Uchinchi tur klassik soha yordamida aniqlangan matritsaviy poliedrda Bishop integral formulasi (Uzbek)

• TO THE PROPERTIES OF THE SOLUTIONS OF A NON-DIVERGENT NONLINEAR PARABOLIC SYSTEM DESCRIBING THE PROCESSES OF COMBUSTION

  Alisher Matyakubov , Jasurbek Salimov

  94-102

  Аннотация : 0

  TO THE PROPERTIES OF THE SOLUTIONS OF A NON-DIVERGENT NONLINEAR PARABOLIC SYSTEM DESCRIBING THE PROCESSES OF COMBUSTION (English) : 0

  • TO THE PROPERTIES OF THE SOLUTIONS OF A NON-DIVERGENT NONLINEAR PARABOLIC SYSTEM DESCRIBING THE PROCESSES OF COMBUSTION (English)

• O‘ZBEK TILI UCHUN UNIVERSAL BOG‘LIQLIK DARAXTI KORPUSI ASOSIDA CHUQUR BI-AFFIN TOBELIK TAHLILINING NEYRON MODELI

  San’atbek Matlatipov

  85-93

  Аннотация : 0

  O‘ZBEK TILI UCHUN UNIVERSAL BOG‘LIQLIK DARAXTI KORPUSI ASOSIDA CHUQUR BI-AFFIN TOBELIK TAHLILINING NEYRON MODELI (Uzbek) : 0

  • O‘ZBEK TILI UCHUN UNIVERSAL BOG‘LIQLIK DARAXTI KORPUSI ASOSIDA CHUQUR BI-AFFIN TOBELIK TAHLILINING NEYRON MODELI (Uzbek)

• O‘zbek tilidagi sharhlar uchun konturli konvolyutsion neyron tarmoqiga asoslangan aspekt vektorlashtirishning uch bosqichli sentiment tahlili modeli

  San’atbek Matlatipov , Jaloliddin Rajabov , Bobur Allaberdiyåv

  73-84

  Аннотация : 0

  O‘zbek tilidagi sharhlar uchun konturli konvolyutsion neyron tarmoqiga asoslangan aspekt vektorlashtirishning uch bosqichli sentiment tahlili modeli (Uzbek) : 0

  • O‘zbek tilidagi sharhlar uchun konturli konvolyutsion neyron tarmoqiga asoslangan aspekt vektorlashtirishning uch bosqichli sentiment tahlili modeli (Uzbek)

• Noninformative Statistical Models: An Alternative Proof of the Cram´er–Rao Inequality under Random Censoring

  Abdurakhim Abdushukurov

  Аннотация : 0

• ONE OF THE MATHEMATICAL MODELS OF ECONOMIC, SOCIAL AND ENVIRONMENTAL SUSTAINABILITY IN TOURISM

  Nasriddin Jabborov , Shaxlo Yusupova

  58-63

  Аннотация : 0

  ONE OF THE MATHEMATICAL MODELS OF ECONOMIC, SOCIAL AND ENVIRONMENTAL SUSTAINABILITY IN TOURISM (Uzbek) : 0

  • ONE OF THE MATHEMATICAL MODELS OF ECONOMIC, SOCIAL AND ENVIRONMENTAL SUSTAINABILITY IN TOURISM (Uzbek)

• Some solvable compatible Lie extensions of a nilpotent compatible Lie algebra

  Rustamjon Gaybullaev , Gulkhayo Solijanova

  51-57

  Аннотация : 0

  Some solvable compatible Lie extensions of a nilpotent compatible Lie algebra (English) : 0

  • Some solvable compatible Lie extensions of a nilpotent compatible Lie algebra (English)

• On the solution of a system max-plus linear equations in three variables

  Muzaffar Eshimbetov , Jo’rabek Eshimbetov , Nigina Ashurova

  42-50

  Аннотация : 0

  On the solution of a system max-plus linear equations in three variables (English) : 0

  • On the solution of a system max-plus linear equations in three variables (English)

• The Fokas’ method for heat transfer equation on symmetric graphs

  Ruzimurod Ergashov

  35-41

  Аннотация : 0

  The Fokas’ method for heat transfer equation on symmetric graphs (English) : 0

  • The Fokas’ method for heat transfer equation on symmetric graphs (English)

• Criterion of completeness for two-sided ideals of compact operators

  Azizkhon Azizov

  30-34

  Аннотация : 0

  Criterion of completeness for two-sided ideals of compact operators (English) : 0

  • Criterion of completeness for two-sided ideals of compact operators (English)

• ATOQLI OTLARNI ANIQLASHNING ANNOTATSIYA QOIDALARI VA MATEMATIK MODELLARI

  Bobur Allaberdiyev , San’atbek Matlatipov , Mujgonabonu Mavlonova

  22-29

  Аннотация : 0

  ATOQLI OTLARNI ANIQLASHNING ANNOTATSIYA QOIDALARI VA MATEMATIK MODELLARI (Uzbek) : 0

  • ATOQLI OTLARNI ANIQLASHNING ANNOTATSIYA QOIDALARI VA MATEMATIK MODELLARI (Uzbek)

• Capacity of the -Brjuno-R¨ussmann set

  Nurali Akramov

  16-21

  Аннотация : 0

  Capacity of the -Brjuno-R¨ussmann set (English) : 0

  • Capacity of the -Brjuno-R¨ussmann set (English)

• Noninformative Statistical Models: An Alternative Proof of the Cram´er–Rao Inequality under Random Censoring

  Abdurakhim Abdushukurov , Rustamjon Muradov

  11-15

  Аннотация : 0

  Noninformative Statistical Models: An Alternative Proof of the Cram´er–Rao Inequality under Random Censoring (English) : 0

  • Noninformative Statistical Models: An Alternative Proof of the Cram´er–Rao Inequality under Random Censoring (English)