Results 321 to 330 of about 56,141 (357)
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2017
As Simon and others have demonstrated, the model of homo oeconomicus is far from convincing. But the cognitive limitations of decision-making, these authors put forward, do not render rational actors less rational. A more realistic model of rational choice has to focus on the economic, political and normative-institutional incentives, which may explain
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As Simon and others have demonstrated, the model of homo oeconomicus is far from convincing. But the cognitive limitations of decision-making, these authors put forward, do not render rational actors less rational. A more realistic model of rational choice has to focus on the economic, political and normative-institutional incentives, which may explain
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1975
Consider a system of differential equations $$ {x^1}{\text{ = }}f(t,x){\text{ }}{{\text{(}}^1}{\text{ = }}\frac{d}{{dt}}) $$ (6.1) . Suppose that f(t,x) e C(I × D,Rn), where I = [0,∞) and D is a connected open set in R. Let F be a class of solutions of (6.1) which remain in D and let x0(t) be an element of F.
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Consider a system of differential equations $$ {x^1}{\text{ = }}f(t,x){\text{ }}{{\text{(}}^1}{\text{ = }}\frac{d}{{dt}}) $$ (6.1) . Suppose that f(t,x) e C(I × D,Rn), where I = [0,∞) and D is a connected open set in R. Let F be a class of solutions of (6.1) which remain in D and let x0(t) be an element of F.
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2018
In this chapter we provide a brief introduction to difference calculus including basic material on Volterra difference equations. Using the z-transform we state some known theorems regarding stability of the zero solution of Volterra difference equations of convolution types.
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In this chapter we provide a brief introduction to difference calculus including basic material on Volterra difference equations. Using the z-transform we state some known theorems regarding stability of the zero solution of Volterra difference equations of convolution types.
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Boundedness and stability of highly nonlinear hybrid neutral stochastic systems with multiple delays
Science China Information Sciences, 2019Mingxuan Shen, Chen Fei, W. Fei, X. Mao
semanticscholar +1 more source
The burden of boundedness and the implication for nursing: A scoping review
Nursing Forum, 2021Berta Schrems, Johannes Schirghuber
exaly