Results 41 to 50 of about 66,848 (65)
Hasty generalizations and generics in medical research: A systematic review.
It is unknown to what extent medical researchers generalize study findings beyond their samples when their sample size, sample diversity, or knowledge of conditions that support external validity do not warrant it.
Uwe Peters +2 more
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Determinantal Generalizations of Instrumental Variables
Linear structural equation models relate the components of a random vector using linear interdependencies and Gaussian noise. Each such model can be naturally associated with a mixed graph whose vertices correspond to the components of the random vector.
Weihs Luca +8 more
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The term “Musical generalizations” refers to generalizations of artefacts – signs and tools – in a music context. Issues about these generalizations are defined by means of cultural historical activity theory.
Kaladjev, Stojan
core
Generalizations for Child Study
GENERALIZATIONS FOR CHILD STUDY Generalizations for Child Study (7) (-
Hall, Granville Stanley
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Refinements, Extensions and Generalizations of the Second Kershaw's Double Inequality [PDF]
In the paper, the second Kershaw’s double inequality concerning ratio of two gamma functions is refined, extended and generalized ...
Qi, Feng
core +4 more sources
Layers of Generality and Types of Generalization in Pattern Activities (Niveles de Generalidad y Tipos de Generalizaciones en Actividades de Patrones) [PDF]
Pattern generalization is considered one of the prominent routes for introducing students to algebra. However, not all generalizations are algebraic. In the use of pattern generalization as a route to algebra, we —teachers and educators— thus have to ...
Luis Radford
doaj
On Distance (r,k)-Fibonacci Numbers and Their Combinatorial and Graph Interpretations
We introduce three new two-parameter generalizations of Fibonacci numbers. These generalizations are closely related to k-distance Fibonacci numbers introduced recently. We give combinatorial and graph interpretations of distance (r,k)-Fibonacci numbers.
Dorota Bród
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New Conformally Invariant Born–Infeld Models and Geometrical Currents
A new conformally invariant gravitational generalization of the Born–Infeld (BI) model is proposed and analyzed from the point of view of symmetries. Taking a geometric identity involving the determinant functions detfBμν, Fμν with the Bach Bμν and the ...
Diego Julio Cirilo-Lombardo
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The Generalizations of Hilbert's Inequality
By introducing some parameters and estimating the weight functions, we establish a new Hilbert-type inequalities with best constant factors. The equivalent inequalities are also considered.
Liubin Hua, Huazhong Ke, Yongjin Li
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Completions of Kleene's second model [PDF]
We investigate completions of partial combinatory algebras (pcas), in particular of Kleene's second model $\mathcal{K}_2$ and generalizations thereof. We consider weak and strong notions of embeddability and completion that have been studied before in ...
Sebastiaan A. Terwijn
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