Portfolio Optimization: A Modeling Perspective [PDF]
, 2015 Investing is critical in the business world and is an avenue to make profit for many. Making the decisions of what to invest in involves intricate mathematics in order to reduce risk.
Campfield, Camarie
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Heteroclinic cycling and extinction in May-Leonard models with demographic stochasticity. [PDF]
J Math Biol, 2023 Barendregt NW, Thomas PJ.
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Treatment of missing data in Bayesian network structure learning: an application to linked biomedical and social survey data. [PDF]
BMC Med Res Methodol, 2022 Ke X, Keenan K, Smith VA.
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Vortex methods for separated flows [PDF]
The numerical solution of the Euler or Navier-Stokes equations by Lagrangian vortex methods is discussed. The mathematical background is presented in an elementary fashion and includes the relationship with traditional point-vortex studies, the ...
Spalart, Philippe R.
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Doubly Almost Bipartite Leonard Pairs [PDF]
In Linear algebra, the concept of Leonard pair (LP) was motivated by the theory of Q-polynomial distance-regular graphs. In this dissertation, we will first give a brief introduction to LPs and to two closely-related classes of objects: (i) bipartite ...
Masuda, Shuichi
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Identifying Clinically Relevant Drug-Drug Interactions With Methadone and Buprenorphine: A Translational Approach to Signal Detection. [PDF]
Clin Pharmacol Ther, 2022 Miano TA +13 more
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A Quality of Play Model of a Professional Sports League [PDF]
Assuming that consumers value both the absolute and relative quality of play, I compare the choice of ticket prices, team qualities, and number of games played in a noncooperative outcome versus that chosen by a social planner.
Cyrenne, Philippe
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Population-based screening to detect benzodiazepine drug-drug-drug interaction signals associated with unintentional traumatic injury. [PDF]
Sci Rep, 2022 Chen C +10 more
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, 2023 Let $\F$ denote a field, and let $V$ denote a vector space over $\F$ with finite positive dimension. A Leonard pair on $V$ is an ordered pair of diagonalizable $\F$-linear maps $A: V \to V$ and $A^* : V \to V$ that each act on an eigenbasis for the other
Nomura, Kazumasa, Terwilliger, Paul
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Existence, the square of opposites, and two-dimensional logic [PDF]
, 2003 Ontological commitments and other problems concerning existence arise in connection with various aspects of logical theories. The semantics of quantification theory is usually formulated in such a manner that theorems are all and only those formulae ...
Max, Ingolf
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