| [85] | A White Noise Approach to Stochastic Currents of Brownian Motion (da Silva J. L., Suryawan H. P., Grothaus M.) In Infin. Dimens. Anal. Quantum Probab. Relat. Top., volume 26, pages 2250025, 2023. [bib] [pdf] [doi] |
| [84] | Feynman Integrals for the Harmonic Oscillator in an Exponentially Growing Potential (Nasir A. R., Magallanes J., Bornales J., da Silva J. L.) In Mathematics, volume 11, pages 1--14, 2023. [bib] [doi] |
| [83] | Random potentials for Markov processes (Kondratiev Y., da Silva J. L.) In Appl. Anal., volume 102, pages 3874--3885, 2023. [bib] [doi] |
| [82] | Hydrodynamic limits for the free Kawasaki dynamics of continuous particle systems (Kondratiev Y. G., Kuna T., Oliveira M. J., da Silva J. L., Streit L.) In missing booktitle To be published in a volume in memory to Conceicao Carvalho 2022/23, 2023. [bib] [doi] |
| [81] | Compound Poisson Processes: Potentials Green Measures and Random Times (Kondratiev Y., da Silva J. L.) In Stat. Probabil. Lett., volume 197, pages 109815, 2023. [bib] [doi] |
| [80] | A Biorthogonal Approach to Infinite Dimensional Fractional Poisson Measure (Bendong J., Menchavez S., da Silva J. L.) In Infin. Dimens. Anal. Quantum Probab. Relat. Top., volume 26, pages 2350015, 2023. [bib] [pdf] [doi] |
| [79] | Form Factors for Stars Generalized Grey Brownian Motion (da Silva J. L., Streit L., Drumond C.) In Stochastic Processes Statistical Methods and Engineering Mathematics: SPAS 2019 Vasteras Sweden September 30-October 2, 2022. [bib] [pdf] [doi] |
| [78] | Random Times for Markov Processes with Killing (Kondratiev Y. G., da Silva J. L.) In Fractal Fract., volume 5, pages missing pages, 2021. [bib] [pdf] [doi] |
| [77] | Strong dissipativity of generalized time-fractional derivatives and quasi-linear (stochastic) partial differential Equations (Liu W., R\ockner M., da Silva J. L.) In jfa, volume 281, pages 109135 Acceppted for publication on June 3 2021, 2021. [bib] [doi] |
| [76] | Cesaro Limits for Fractional Dynamics (da Silva J. L., Kondratiev Y.) In Fractal and Fract., volume 5, pages 12, 2021. [bib] [pdf] [doi] |