Results 11 to 20 of about 221,434 (164)
Mathematical Modeling to Predict Mechanical Properties Values for Hot Rolled S235 Steel
The present paper presents the creation of a mathematical model for predicting the values of the mechanical properties of hot -rolled strips. The paper presents the way of developing the mathematical model, based on a statistical development method ...
Marian-Iulian NEACSU
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Computation of Vertex-Edge Degree Based Topological Descriptors for Metal Trihalides Network
In recent past 2D metal trihalides have evolved as useful gapless semiconductor due to their physical properties like low dimensional magnetism and thermo electric performance.
Fouad A. Abolaban +2 more
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On generalized Heun equation with some mathematical properties
We study the analytic solutions of the generalized Heun equation, (α0 + α1 r + α2 r2 + α3 r3) y′′ + (β0 + β1 r + β2 r2) y′ + (ε0 + ε1 r) y = 0, where |α3| + |β2|≠ 0, and {αi}3i=0, {βi}2i=0, {εi}1i=0 are real parameters.
Nasser Saad
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MATHEMATICAL PROPERTIES OF AMERICAN CHOOSER OPTIONS [PDF]
The American chooser option is a relatively new compound option that has the characteristic of offering exceptional risk reduction for highly volatile assets. This has become particularly significant since the start of the global financial crisis. In this paper, we derive mathematical properties of American chooser options.
SHI QIU, SOVAN MITRA
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MATHEMATICAL PREDICTION OF THE PROPERTIES OF SUPERALLOYS
Purpose. The purpose of this work is to obtain predictive regression models, with the help of which it is possible to adequately calculate the mechanical properties of heat-resistant nickel alloys, without conducting preliminary experiments. Methodology.
A. A. Glotka +2 more
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Mathematical modeling reveals quantitative properties of KEAP1-NRF2 signaling
Under oxidative and electrophilic stresses, cells launch an NRF2-mediated transcriptional antioxidant program. The activation of NRF2 depends on a redox sensor, KEAP1, which promotes the ubiquitination and degradation of NRF2. While a great deal has been
Shengnan Liu, Jingbo Pi, Qiang Zhang
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Mathematical Properties on the Hyperbolicity of Interval Graphs [PDF]
Gromov hyperbolicity is an interesting geometric property, and so it is natural to study it in the context of geometric graphs. In particular, we are interested in interval and indifference graphs, which are important classes of intersection and Euclidean graphs, respectively.
Juan Carlos Hernández-Gómez +3 more
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Mathematical properties of a delamination model
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
POINT N., SACCO E.
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On the computational properties of basic mathematical notions
AbstractWe investigate the computational properties of basic mathematical notions pertaining to ${\mathbb R}\rightarrow {\mathbb R}$-functions and subsets of ${\mathbb R}$, like finiteness, countability, (absolute) continuity, bounded variation, suprema and regularity. We work in higher-order computability theory based on Kleene’s S1–S9 schemes.
Dag Normann, Sam Sanders
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On the mathematical properties of linguistic theories [PDF]
Meta-theoretical results on the decidability, generative capacity, and recognition complexity of several syntactic theories are surveyed. These include context-free grammars, transformational grammars, lexical functional grammars, generalized phrase structure grammars, and tree adjunct grammars.
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