Matthew A. Arvanitis

Treesearch Publications

• Barry Arnold, Matthew A. Arvanitis. 2025. Variations on the Univariate and Bivariate Asymmetric Laplace Themes
• Barry C. Arnold, Matthew A. Arvanitis. 2025. On Asymmetric Discrete Laplace Distributions and Processes
• Matthew A. Arvanitis, Christopher Adam Senalik. 2025. On Statistical Testing Methods for Dimension Lumber Property Monitoring
• Chen Su, Xiu Wang, Kolby Hirth, Matthew A. Arvanitis, Yunfeng Cao, Guigan Fang, Junyong Zhu. 2025. Bioactive lignin from maleic acid hydrotropic fractionation: Revealing the structural–bioactivity relationship
• Matthew A. Arvanitis, Christopher Adam Senalik, Benjamin Farber. 2025. NONPAR methodology and tables
• Heikko Kallakas, Nayomi Z. Plaza, Casey Crooks, Derek Turner, Mathew Gargulak, Matthew A. Arvanitis, Charles R. Frihart, Christopher G. Hunt. 2024. Effect of Protein Surface Hydrophobicity and Surface Amines on Soy Adhesive Strength
• John M. Considine, D. Steven Keller, Matthew A. Arvanitis, Xiaoyan Tang. 2024. Heterogeneity characterization of commercial structural papers
• Barry C. Arnold, Matthew A. Arvanitis. 2022. Univariate and bivariate discrete laplace and generalized discrete laplace distributions
• Matthew A. Arvanitis. 2022. Small-sample solution to the two-sample problem for quantiles using melded random confidence intervals
• Hongmei Gu, Prakash Nepal, Matthew A. Arvanitis, Delton Alderman. 2021. Carbon impacts of engineered wood products in construction
• Barry C. Arnold, Matthew A. Arvanitis. 2021. On a general class of gamma based copulas
• Huihui Wang, Xiaoyan Tang, Matthew A. Arvanitis, Vina Yang, Nicole M. Stark, Chuanfu Liu, John M. Considine, Junyong Zhu. 2021. Colloidal lignin nanoparticles from acid hydrotropic fractionation for producing tough, biodegradable, and UV blocking PVA nanocomposite
• Barry C. Arnold, Matthew A. Arvanitis. 2021. Asymmetric Univariate and Bivariate Laplace and Generalized Laplace Distributions
• Steve P. Verrill, Frank C. Owens, Matthew A. Arvanitis, David E. Kretschmann, Rubin Shmulsky, Robert J. Ross, Patricia K. Lebow. 2020. Estimated probability of breakage of lumber of a fixed “grade” can vary greatly from mill to mill and time to time

• University of California, Riverside, Doctor Of Philosophy, Applied Statistics, 2018
• California State University, Long Beach, Master Of Science, General Math, 2008
• California State Univeristy, San Marcos, Bachelor Of Science, Mathematical Sciences, 2001