•   Yuichi Shiozawa and Jian Wang
    Lyapunov exponents and growth indices for fractional stochastic heat equations with space-time L\'evy white noise
    submitted, to arXiv.
  
  
•   Yuichi Shiozawa
    Volume growth, big jump, and essential spectrum for regular Dirichlet forms
    submitted, to arXiv.
  
  
•   Seiichiro Kusuoka and Yuichi Shiozawa
    Berry-Esseen bounds for large-time asymptotics of one-dimensional diffusion processes via Malliavin-Stein method
    submitted, to arXiv.
  
  
•   Yuichi Shiozawa and Jian Wang
    Spatial asymptotic behaviors of fractional stochastic heat equations driven by additive L\'evy white noise
    Electron. J. Probab. 30 (2025), paper no. 100, 1-56 to article, to arXiv.
  
  
•   Yuichi Shiozawa
    Berry-Esseen bound for the Brownian motions on hyperbolic spaces
    Studia Math. 277 (2024), 213-241 to article, to "Online First" version (pdf.), to arXiv.
  
  
•   Yuichi Shiozawa and Jian Wang
    Hausdorff dimensions of inverse images and collision time sets for symmetric Markov processes
    Electron. J. Probab. 29 (2024), paper no. 6, 1-56 to article, to arXiv.
  
  
•   Yuichi Shiozawa
    Limiting behaviors of generalized elephant random walks
    J. Math. Phys. 63 (2022), 123504 to article, to arXiv.
  
  
•   Yuichi Shiozawa
    Maximal displacement of branching symmetric stable processes
    In: Chen, Z.-Q., Takeda, M., Uemura, T. (eds) Dirichlet Forms and Related Topics. IWDFRT 2022,
    Springer Proceedings in Mathematics & Statistics, vol 394. Springer, Singapore, pp 461-491 to article, to arXiv.
  
  
•   Yuichi Shiozawa
    Transience of symmetric nonlocal Dirichlet forms
    Math. Nachr. 296 (2023), 2121-2149 to article, to arXiv.
  
  
•   Yuichi Shiozawa and Jian Wang
    Compactness of semigroups generated by symmetric non-local Dirichlet forms with unbounded coefficients
    Potential Anal. 58 (2023), 373-392 to article, view-only version, to arXiv.
  
  
•   Yuichi Shiozawa and Jian Wang
    Martingale nature and laws of the iterated logarithm for Markov processes of pure-jump type
    J. Theoret. Probab. 34 (2021), 2005-2032 to article, view-only version, to arXiv.
  
  
•   Yasuhito Nishimori and Yuichi Shiozawa
    Limiting distributions for the maximal displacement of branching Brownian motions
    J. Math. Soc. Japan 74 (2022), 177-216 to article, to arXiv.
  
  
•   Yuichi Shiozawa
    Maximal displacement and population growth for branching Brownian motions
    Illinois J. Math. 63 (2019), 353-402 to article, to arXiv.
  
  
•   Yuichi Shiozawa and Jian Wang
    Long-time heat kernel estimates and upper rate functions of Brownian motion type for symmetric jump processes
    Bernoulli 25 (2019), 3796-3831 to article, to arXiv.
  
  
•   Yuichi Shiozawa
    Spread rate of branching Brownian motions
    Acta Appl. Math. 155 (2018), 113-150 to article, view-only version, to arXiv.
  
  
•   Yuichi Shiozawa
    Escape rate of the Brownian motions on hyperbolic spaces
    Proc. Japan Acad. Ser. A Math. Sci. 93 (2017), 27-29 to article.
  
  
•   Yuichi Shiozawa
    Bottom crossing probability for symmetric jump processes
    Math. Z. 287 (2017), 1355-1376 to article, view-only version, to arXiv (full version).
  
  
•   Yuichi Shiozawa and Jian Wang
    Rate functions for symmetric Markov processes via heat kernel
    Potential Anal. 46 (2017), 23-53 to article, view-only version, to arXiv.
  
  
•   Yuichi Shiozawa
    Lower escape rate of symmetric jump-diffusion processes
    Canad. J. Math. 68 (2016), 129-149 to article.
  
  
•   Yuichi Shiozawa
    Escape rate of symmetric jump-diffusion processes
    Trans. Amer. Math. Soc. 368 (2016), 7645-7680 to article.
  
  
•   Xueping Huang and Yuichi Shiozawa
    Upper escape rate of Markov chains on weighted graphs
    Stochastic Process. Appl. 124 (2014), 317-347 to article, to arXiv.
  
  
•   Kazuhiro Kuwae and Yuichi Shiozawa
    A remark on the uniqueness of Silverstein extensions of symmetric Dirichlet forms
    Math. Nachr. 288 (2015), 389-401 to article.
  
  
•   Yuichi Shiozawa
    Conservation property of symmetric jump-diffusion processes
    Forum Math. 27 (2015), 519-548 to article.
  
  
•   Yuichi Shiozawa and Toshihiro Uemura
    Explosion of jump-type symmetric Dirichlet forms on ${\mathbb R}^d$
    J. Theoret. Probab. 27 (2014), 404-432 to article, view-only version.
  
  
•   Yuichi Shiozawa
    Localization for branching Brownian motions in random environment
    Tohoku Math. J. 61 (2009), 483-497 to article.
  
  
•   Yuichi Shiozawa
    Central limit theorem for branching Brownian motions in random environment
    J. Stat. Phys. 136 (2009), 145-163 to article, view-only version.
  
  
•   Yuichi Shiozawa and Toshihiro Uemura
    Stability of the Feller property for non-local operators under bounded perturbations
    Glas. Mat. Ser. III 45 (2010), 155-172 to article.
  
  
•   Zhen-Qing Chen and Yuichi Shiozawa
    Limit theorems for branching Markov processes
    J. Funct. Anal. 250 (2007), 374-399 to article.
  
  
•   Yuichi Shiozawa
    Exponential growth of the numbers of particles for branching symmetric $\alpha$-stable processes
    J. Math. Soc. Japan 60 (2008), 75-116 to article.
  
  
•   Yuichi Shiozawa
    Extinction of branching symmetric $\alpha$-stable processes
    J. Appl. Probab. 43 (2006), 1077-1090 to article.
  
  
•   Yuichi Shiozawa
    Principal eigenvalues for time changed processes of one-dimensional $\alpha$-stable processes
    Probab. Math. Statist. 24 (2004), 355-366 to article.
  
  
•   Yuichi Shiozawa and Masayoshi Takeda
    Variational formula for Dirichlet forms and estimates of principal eigenvalues for symmetric $\alpha$-stable processes
    Potential Anal. 23 (2005), 135-151 to article, view-only version.

  Survey Article

•   Yuichi Shiozawa
    Quantification of global properties of symmetric Markov processes
    Regularity and singularity for partial differential equations with conservation laws,
    RIMS K\^oky\^uroku Bessatsu, B63, 2017, 51-75 to article.

  Dissertation

•   Yuichi Shiozawa
    Asymptotic Properties of Branching Symmetric Markov Processes,
    Mathematical Institute, Tohoku University, 2007.3. pdf.