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A note on the existence and uniqueness solutions of the modified error function
Mathematical Methods in the Applied Sciences, 2018This paper shows that the following nonlinear boundary value problem: urn:x-wiley:mma:media:mma5095:mma5095-math-0001 where δ≥ − 1 and y is defined as a modified error function, can be reduced to the boundary value problems for the generalized Emden‐Fowler equation and Abel differential equation of the second kind in the canonical form, which do not ...
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American Heart Journal, 1984
Clinically, the modified Bruce protocol is widely used to predict functional capacity in postmyocardial infarction (post-MI) patients. However, it has been suggested that post-MI patients have lower oxygen uptakes for standard workloads. In order to study this, we measured oxygen uptake (VO2) and venous blood lactic acid concentration in 12 post-MI ...
M, Sullivan, M D, McKirnan
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Clinically, the modified Bruce protocol is widely used to predict functional capacity in postmyocardial infarction (post-MI) patients. However, it has been suggested that post-MI patients have lower oxygen uptakes for standard workloads. In order to study this, we measured oxygen uptake (VO2) and venous blood lactic acid concentration in 12 post-MI ...
M, Sullivan, M D, McKirnan
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Journal of Chemical Theory and Computation, 2009
A method to generate electrostatic potential (ESP) derived atomic charges in crystalline solids from periodic quantum mechanical calculations, termed the REPEAT method, is presented. Conventional ESP fitting procedures developed for molecular systems, in general, will not work for crystalline systems because the electrostatic potential in periodic ...
Carlos, Campañá +2 more
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A method to generate electrostatic potential (ESP) derived atomic charges in crystalline solids from periodic quantum mechanical calculations, termed the REPEAT method, is presented. Conventional ESP fitting procedures developed for molecular systems, in general, will not work for crystalline systems because the electrostatic potential in periodic ...
Carlos, Campañá +2 more
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2013 21st Iranian Conference on Electrical Engineering (ICEE), 2013
Video transmission over wireless networks becomes a major part of multimedia studies especially after fourth-generation communication standard has been introduced. There is a growing need to improve video visual quality, while its computational complexity should remain low. One of the low-complexity Error Concealment (EC) methods for missing macroblock
Ali Radmehr, Abdorasoul Ghasemi
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Video transmission over wireless networks becomes a major part of multimedia studies especially after fourth-generation communication standard has been introduced. There is a growing need to improve video visual quality, while its computational complexity should remain low. One of the low-complexity Error Concealment (EC) methods for missing macroblock
Ali Radmehr, Abdorasoul Ghasemi
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Modifying Stokes' function to reduce the error of geoid undulation computations
Journal of Geophysical Research: Solid Earth, 1981A comparison is made of the errors in determining the geoid undulation according to the conventional Molodenskii truncation theory and its modifications as suggested by Molodenskii (1958) and Meissl (1971). The undulation is assumed to be computed from gravity anomalies in a spherical cap and a finite set of harmonic potential coefficients (e.g., GEM 9
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International Conference on Pattern Recognition, Informatics and Medical Engineering (PRIME-2012), 2012
In this paper, a new adaptive learning rate algorithm to train a single hidden layer neural network is proposed. The adaptive learning rate is derived by differentiating linear and nonlinear errors and functional constraints weight decay term at hidden layer and penalty term at output layer.
T. Kathirvalavakumar +1 more
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In this paper, a new adaptive learning rate algorithm to train a single hidden layer neural network is proposed. The adaptive learning rate is derived by differentiating linear and nonlinear errors and functional constraints weight decay term at hidden layer and penalty term at output layer.
T. Kathirvalavakumar +1 more
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Optical Engineering, 1995
Abstract not available.
Jaroslav Pospisil, Jiri Zahejsky
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Abstract not available.
Jaroslav Pospisil, Jiri Zahejsky
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Waste Management & Research: The Journal for a Sustainable Circular Economy, 2014
Waste management can be regarded as a cross-cutting environmental ‘mega-issue’. Sound waste management practices support the provision of basic needs for general health, such as clean air, clean water and safe supply of food.
Siva Shangari, Govindan, P, Agamuthu
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Waste management can be regarded as a cross-cutting environmental ‘mega-issue’. Sound waste management practices support the provision of basic needs for general health, such as clean air, clean water and safe supply of food.
Siva Shangari, Govindan, P, Agamuthu
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Journal of Surveying Engineering, 2017
The purpose of this research was to fit a high-accuracy levelling network to points of the vertical national control network, the control points of which are unstable because of vertical terrain movements caused by underground mining. For this reason, the robust M-estimation is used to reduce a negative impact of control points with gross errors on the
Edward Osada +4 more
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The purpose of this research was to fit a high-accuracy levelling network to points of the vertical national control network, the control points of which are unstable because of vertical terrain movements caused by underground mining. For this reason, the robust M-estimation is used to reduce a negative impact of control points with gross errors on the
Edward Osada +4 more
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2011 Chinese Control and Decision Conference (CCDC), 2011
Our previous work shows the efficacy and better performance of the Zhang dynamics (ZD) model for solving online nonlinear equations, as compared with the conventional gradient dynamics (GD) model. It is also discovered that, if a nonlinear equation possesses a local minimum point, the ZD state, starting from some initial value close to it, may move ...
Yunong Zhang +3 more
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Our previous work shows the efficacy and better performance of the Zhang dynamics (ZD) model for solving online nonlinear equations, as compared with the conventional gradient dynamics (GD) model. It is also discovered that, if a nonlinear equation possesses a local minimum point, the ZD state, starting from some initial value close to it, may move ...
Yunong Zhang +3 more
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