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1.	Patel, Y, et al. (author) Virtual Histology of Cortical Thickness and Shared Neurobiology in 6 Psychiatric Disorders 2021 In: JAMA psychiatry. - : American Medical Association (AMA). - 2168-6238 .- 2168-622X. ; 78:1, s. 47-63 Journal article (peer-reviewed)
2.	Boedhoe, PSW, et al. (author) Subcortical Brain Volume, Regional Cortical Thickness, and Cortical Surface Area Across Disorders: Findings From the ENIGMA ADHD, ASD, and OCD Working Groups 2020 In: The American journal of psychiatry. - : American Psychiatric Association Publishing. - 1535-7228 .- 0002-953X. ; 177:9, s. 834-843 Journal article (peer-reviewed)
3.	Morgan, AR, et al. (author) Inflammatory biomarkers in Alzheimer's disease plasma 2019 In: Alzheimer's & dementia : the journal of the Alzheimer's Association. - : Wiley. - 1552-5279. ; 15:6, s. 776-787 Journal article (peer-reviewed)
4.	Bobylev, Alexander, et al. (author) Generalized kinetic Maxwell type models of granular gases 2008 In: Mathematical Models of Granular Matter. - Berlin : Springer. - 9783540782766 Book chapter (other academic/artistic)
5.	Bobylev, Alexander, 1947-, et al. (author) On the Self-Similar Asymptotics for Generalized Nonlinear Kinetic Maxwell Models 2009 In: Communications in Mathematical Physics. - : Springer. - 0010-3616 .- 1432-0916. ; 291:3, s. 599-644 Journal article (peer-reviewed)abstract Maxwell models for nonlinear kinetic equations have many applications in physics, dynamics of granular gases, economics, etc. In the present manuscript we consider such models from a very general point of view, including those with arbitrary polynomial non-linearities and in any dimension space. It is shown that the whole class of generalized Maxwell models satisfies properties one of which can be interpreted as an operator generalization of usual Lipschitz conditions. This property allows to describe in detail a behavior of solutions to the corresponding initial value problem. In particular, we prove in the most general case an existence of self similar solutions and study the convergence, in the sense of probability measures, of dynamically scaled solutions to the Cauchy problem to those self-similar solutions, as time goes to infinity. A new application of multi-linear models to economics and social dynamics is discussed

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Type of publication: journal article (4); book chapter (1)

Type of content: peer-reviewed (4); other academic/artistic (1)

Author/Editor: Janssen, J. (2); Koch, K. (2); Stein, DJ (2); Denys, D (2); Abe, Y (2); Ameis, SH (2); show more...; Arnold, PD (2); Benedetti, F (2); Boedhoe, PSW (2); Bollettini, I (2); Busatto, GF (2); Calvo, R (2); Cheng, YQ (2); Fitzgerald, KD (2); Gruner, P (2); Jahanshad, N (2); Kwon, JS (2); Lazaro, L (2); Lochner, C (2); Marsh, R (2); Mataix-Cols, D (2); Menchon, JM (2); Nakamae, T (2); Piras, F (2); Simpson, HB (2); Schmaal, L (2); Soreni, N (2); Soriano-Mas, C (2); Spalletta, G (2); Thompson, PM (2); Tolin, DF (2); Venkatasubramanian, ... (2); van den Heuvel, OA (2); van Wingen, GA (2); Yun, JY (2); Ehrlich, S (2); Hoogman, M (2); Oosterlaan, J (2); Van Erp, TGM (2); Van Rooij, D (2); Hartman, CA (2); Heslenfeld, DJ (2); Hoekstra, PJ (2); Franke, B (2); Baranov, A. (2); Reif, A. (2); Hirano, Y (2); Asherson, P. (2); Seitz, J. (2); Skokauskas, N. (2); show less...

University: Karolinska Institutet (3); Karlstad University (2); University of Gothenburg (1)

Language: English (5)

Research subject (UKÄ/SCB): Natural sciences (2); Medical and Health Sciences (1)

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