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2010 Mathematics Subject Classification index
Volume 12, 2025
Volume 12, Issue 4 (2025), pp. 509–512
https://doi.org/10.15559/25-VMSTA124MI
Pub. online: 25 September 2025      Type: 2010 Mathematics Subject Classification Index     

Published
25 September 2025

  • 28A35 S.M. Tzaninis, N.D. Macheras, A change of measures technique for compound mixed renewal processes with applications in Risk Theory, 471
  • 33E12 A. Iuliano, C. Macci, A. Meoli, Noncentral moderate deviations for time-changed Lévy processes with inverse of stable subordinators, 203
  • 34G20 L. Shaikhet, About stability of equilibria of one system of stochastic delay differential equations with exponential nonlinearity, 313
  • 34K20 L. Shaikhet, About stability of equilibria of one system of stochastic delay differential equations with exponential nonlinearity, 313
  • 34K50 L. Shaikhet, About stability of equilibria of one system of stochastic delay differential equations with exponential nonlinearity, 313
  • 37H15 J.L. Kirkby, D.H. Nguyen, D. Nguyen, Moments of Student’s t-distribution: a unified approach, 393
  • 60A10 S.M. Tzaninis, N.D. Macheras, A change of measures technique for compound mixed renewal processes with applications in Risk Theory, 471
  • 60E05 M. Skorski, Handy formulas for binomial moments, 27
    K. Barman, N.S. Upadhye, P. Vellaisamy, Approximations related to tempered stable distributions, 325
  • 60E07 K. Barman, N.S. Upadhye, P. Vellaisamy, Approximations related to tempered stable distributions, 325
  • 60F05 A. Iuliano, C. Macci, A. Meoli, Noncentral moderate deviations for time-changed Lévy processes with inverse of stable subordinators, 203
  • 60F10 A. Iuliano, C. Macci, A. Meoli, Noncentral moderate deviations for time-changed Lévy processes with inverse of stable subordinators, 203
    G. Högnäs, B. Jung, Exit times for some nonlinear autoregressive processes, 375
  • 60F15 R. Giuliano, M. Hadjikyriakou, Strong laws of large numbers for lightly trimmed sums of generalized Oppenheim expansions, 273
    A. Iksanov, R. Kostohryz, Limit theorems for random Dirichlet series: boundary case, 347
  • 60F17 D. Krizmanić, Skorokhod ${M_{1}}$ convergence of maxima of multivariate linear processes with heavy-tailed innovations and random coefficients, 251
    A. Iksanov, R. Kostohryz, Limit theorems for random Dirichlet series: boundary case, 347
  • 60G17 B. Manikin, Heat equation with a general stochastic measure in a bounded domain, 61
    V. Radchenko, Regularity of paths of stochastic measures, 189
    O. Hopkalo, L. Sakhno, Investigation of sample paths properties of sub-Gaussian type random fields, with application to stochastic heat equations, 289
    G. Högnäs, B. Jung, Exit times for some nonlinear autoregressive processes, 375
  • 60G18 M. El Omari, Statistical inference for nth-order mixed fractional Brownian motion with polynomial drift, 169
  • 60G22 M. El Omari, Statistical inference for nth-order mixed fractional Brownian motion with polynomial drift, 169
    A. Iuliano, C. Macci, A. Meoli, Noncentral moderate deviations for time-changed Lévy processes with inverse of stable subordinators, 203
  • 60G44 Y. Dolinsky, D. Greenstein, A note on optimal liquidation with linear price impact, 123
    S.M. Tzaninis, N.D. Macheras, A change of measures technique for compound mixed renewal processes with applications in Risk Theory, 471
  • 60G50 A. Iksanov, R. Kostohryz, Limit theorems for random Dirichlet series: boundary case, 347
  • 60G52 M.V. Boiko and M.M. Osypchuk, Perturbation of an α-stable type stochastic process by a pseudo-gradient, 1
    M. Barski, R. Łochowski, On the reducibility of affine models with dependent Lévy factors, 433
  • 60G55 S.M. Tzaninis, N.D. Macheras, A change of measures technique for compound mixed renewal processes with applications in Risk Theory, 471
  • 60G57 B. Manikin, Heat equation with a general stochastic measure in a bounded domain, 61
  • 60G60 S. Shklyar, First-order planar autoregressive model, 83
    O. Hopkalo, L. Sakhno, Investigation of sample paths properties of sub-Gaussian type random fields, with application to stochastic heat equations, 289
  • 60G70 D. Krizmanić, Skorokhod ${M_{1}}$ convergence of maxima of multivariate linear processes with heavy-tailed innovations and random coefficients, 251
    R. Giuliano, M. Hadjikyriakou, Strong laws of large numbers for lightly trimmed sums of generalized Oppenheim expansions, 273
  • 60H05 V. Radchenko, Regularity of paths of stochastic measures, 189
  • 60H10 J.L. Kirkby, D.H. Nguyen, D. Nguyen, Moments of Student’s t-distribution: a unified approach, 393
  • 60H15 B. Manikin, Heat equation with a general stochastic measure in a bounded domain, 61
    O. Hopkalo, L. Sakhno, Investigation of sample paths properties of sub-Gaussian type random fields, with application to stochastic heat equations, 289
  • 60J60 J.L. Kirkby, D.H. Nguyen, D. Nguyen, Moments of Student’s t-distribution: a unified approach, 393
  • 60K05 S. Losidis, K. Politis, G. Psarrakos, Bivariate dependence, stochastic orders and conditional tails of the recurrence times in a renewal process, 153
    S.M. Tzaninis, N.D. Macheras, A change of measures technique for compound mixed renewal processes with applications in Risk Theory, 471
  • 60K10 S. Losidis, K. Politis, G. Psarrakos, Bivariate dependence, stochastic orders and conditional tails of the recurrence times in a renewal process, 153
  • 62E17 K. Barman, N.S. Upadhye, P. Vellaisamy, Approximations related to tempered stable distributions, 325
  • 62E20 K. Barman, N.S. Upadhye, P. Vellaisamy, Approximations related to tempered stable distributions, 325
  • 62F03 S. Drin, S. Mazur, S. Muhinyuza, A test on the location of tangency portfolio for small sample size and singular covariance matrix, 43
  • 62F05 S. Drin, S. Mazur, S. Muhinyuza, A test on the location of tangency portfolio for small sample size and singular covariance matrix, 43
  • 62F10 M. El Omari, Statistical inference for nth-order mixed fractional Brownian motion with polynomial drift, 169
    J. Figueras, A. Persson, L. Viitasaari, On parameter estimation for $N(\mu ,{\sigma ^{2}}{I_{3}})$ based on projected data into ${\mathbb{S}^{2}}$, 407
  • 62F12 M. El Omari, Statistical inference for nth-order mixed fractional Brownian motion with polynomial drift, 169
  • 62H11 J. Figueras, A. Persson, L. Viitasaari, On parameter estimation for $N(\mu ,{\sigma ^{2}}{I_{3}})$ based on projected data into ${\mathbb{S}^{2}}$, 407
  • 62M10 S. Shklyar, First-order planar autoregressive model, 83
  • 62P05 S. Drin, S. Mazur, S. Muhinyuza, A test on the location of tangency portfolio for small sample size and singular covariance matrix, 43
  • 62P99 S. Drin, S. Mazur, S. Muhinyuza, A test on the location of tangency portfolio for small sample size and singular covariance matrix, 43
  • 91B06 S. Drin, S. Mazur, S. Muhinyuza, A test on the location of tangency portfolio for small sample size and singular covariance matrix, 43
  • 91B24 N. Shchestyuk, S. Tyshchenko, Subdiffusive option price model with Inverse Gaussian subordinator, 135
  • 91B70 M. Barski, R. Łochowski, On the reducibility of affine models with dependent Lévy factors, 433
  • 91G05 S.M. Tzaninis, N.D. Macheras, A change of measures technique for compound mixed renewal processes with applications in Risk Theory, 471
  • 91G10 S. Drin, S. Mazur, S. Muhinyuza, A test on the location of tangency portfolio for small sample size and singular covariance matrix, 43
    Y. Dolinsky, D. Greenstein, A note on optimal liquidation with linear price impact, 123
  • 91G20 N. Shchestyuk, S. Tyshchenko, Subdiffusive option price model with Inverse Gaussian subordinator, 135
  • 91G30 M. Barski, R. Łochowski, On the reducibility of affine models with dependent Lévy factors, 433
  • 91G60 N. Shchestyuk, S. Tyshchenko, Subdiffusive option price model with Inverse Gaussian subordinator, 135
  • 92D25 J.L. Kirkby, D.H. Nguyen, D. Nguyen, Moments of Student’s t-distribution: a unified approach, 393
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