KK-theory, bounded and unbounded
Optimal investment with intermediate consumption under no unbounded profit with bounded risk
... Neither NFLVR, nor NUPBR by itself guarantee the existence of solutions to utility maxi- mization problems, see [KS99, Example 5.2] and [CL07, Example 4.3] for counterexamples. This is why finiteness of the value ...
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Optimal investment with intermediate consumption under no unbounded profit with bounded risk
... The problem of utility maximization without relying on the existence of martingale measures has already been addressed in the literature. In the very first paper [Mer69] on expected utility maximization in continuous ...
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Boundaries and equivariant products in unbounded Kasparov theory
... While bounded Kasparov modules are analytically simpler, unbounded Kasparov modules are more geometric and easier to compute ...an unbounded Kasparov module can be defined using a Dirac operator D on ...
137
Mourre's theory for some unbounded Jacobi matrices
... a bounded self-adjoint operator A such that the commutator [H, iA] is positive and injective, then H has a purely absolutely continuous ...operator theory of Mourre [1,3,18,23] resolves these ...
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Spectral theory of certain unbounded Jacobi matrices
... 4. Relative compactness and proof of Theorem 1.3 We keep the notation of the last section and assume that H 0 is essentially self-adjoint on l 0 2 . If the hypothesis of Lemma 3.1 holds then V is H 0 -bounded with ...
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Bounded and unbounded non oscillatory solutions of a four dimensional nonlinear neutral difference system
... 3 Main results We focus on the study of boundedness and unboundedness of non-oscillatory solutions of system (). Before we state sufficient conditions for the solutions to be bounded or un- bounded, we give ...
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Criteria for Bounded (Unbounded) Oscillations of neutral Impulsive Differential Equations of the Second Order with Variable Coefficients
... Neutral impulsive di erential equations are part of impulsive di erential equations with deviating arguments (IDEDA). Generally speaking, IDEDA are a very interesting mixture between impulsive di erential equations (see ...
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Spectral Theory of Unbounded Self-adjoint Operators in Hilbert spaces
... of bounded linear operators relevant for this work are introduced: self-adjoint, unitary and projection ...The unbounded self-adjoint operator and its proper- ties are also ...
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Metric fixed point theory for nonexpansive mappings defined on unbounded sets
... It is standard practice in metric fixed point theory to reduce fixed point questions for mappings defined on unbounded sets to the bounded case. Many of these results are couched in a Banach space ...
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Unbounded Irrationality: Memory, Individual Differences, Framing Effects, And Fuzzy-Trace Theory
... Unbounded Irrationality: Memory, Individual Differences, Framing Effects, and Fuzzy- Trace Theory George Miller’s discovery of “the magical number 7” (Miller, 1956) had a large effect on the field of ...
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Stochastic Optimal Growth with Bounded or Unbounded Utility and with Bounded or Unbounded Shocks
... production function is not required to satisfy the Inada conditions at zero and infinity. Our main results are threefold. First, we confirm the Euler equation and the existence of a continuous optimal policy function ...
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Unified estimation of densities on bounded and unbounded domains
... In this paper we propose density estimators that permit a unified theoretical study of their properties under bounded or unbounded domains. We show that smoothness is all one needs to have a good bias rate, ...
36
EXISTENCE OF A STEADY FLOW WITH A BOUNDED VORTEX IN AN UNBOUNDED DOMAIN
... Department of Mathematics, Iran University of Science and Technology, Tehran, Islamic Republic of Iran Abstract We prove the existence of steady 2-dimensional flows, containing a bounded vortex, and approaching a ...
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A theory of bounded inductive rationality
... game theory are decision problems in which a rational agent is predicted by its environment (the other ...a theory of rational decision making that does not assume logical ...sensible theory of ...
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The dimensionality of niche space allows bounded and unbounded processes to jointly influence diversification
... By considering the multi-dimensional nature of niche evolu- tion, we have shown how bounded and unbounded diversification processes may simultaneously control diversification rates. Niche dimensionality has ...
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Non-trivial Bounded Harmonic Functions on Cartan-Hadamard Manifolds of Unbounded Curvature
... A Non-Liouville Manifold with Degenerate Angular Behaviour of BM In this chapter we are going to present an example of a Cartan-Hadamard manifold M , where the Dirichlet problem at infinity is not solvable. We first ...
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Hecke operators in KK-theory and the K-homology of Bianchi groups
... (4) What can we say about the summability properties of the (un)bounded Fredholm mod- ules that we construct? Do their spectral zeta functions relate to the arithmetic of Bianchi modular forms? Acknowledgements. ...
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Consumer theory with bounded rational preferences
... consumer theory when both these axioms were ...this theory, preference representation and demand, can be appropriately modified to accom- modate this weaker axiomatic ...demand theory on the ...
13
Consumer theory with bounded rational preferences
... consumer theory when both these axioms were ...this theory, preference representation and demand, can be appropriately modified to accom- modate this weaker axiomatic ...demand theory on the ...
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Theory and Implementation of Software Bounded Model Checking
... the theory of arrays to implement a flat memory model, meaning that a single array is used to model the program’s entire address ...the theory of array’s store function, while loading values from memory is ...
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