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NEW METHOD TO MAXIMIZE LONG-TERM INVESTMENTS
EKONOMIKA I UPRAVLENIE: PROBLEMY, RESHENIYA, 2020What to invest in, whether short-term or long-term investments are better, how to make an investment decision were some of the main topics of Business Intelligence Systems. If we look historically at investments in world stock markets, then long-term investment meant inevitable profit. Of course, if our investment portfolio is diversified.
N. TANISH +2 more
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Maximizing Cochlear Implant Outcomes with Short-Term Aural Rehabilitation
Journal of the American Academy of Audiology, 2021Abstract Background Increasing numbers of adults are receiving cochlear implants (CIs) and many achieve high levels of speech perception and improved quality of life. However, a proportion of implant recipients still struggle due to limited speech recognition and/or greater communication demands in their daily lives.
Claire Marcus, Bernstein +8 more
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Maximizing Long-Term Cumulative Returns
The Journal of Wealth Management, 2004Maximizing long-term returns is widely ignored by mainstream financial theory, which focuses mainly on mean variance optimization. To maximize long-term cumulative returns, investors need only maximize the geometric expected return of their portfolio.
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Maximal predictability under long-term mean reversion
Journal of Empirical Finance, 2017Abstract I analyse the relationship between two stylized empirical facts for stock returns: Unconditional long-term mean reversion and predictability by variables such as the dividend-price ratio or the short-term interest rate. In particular, I show that if one imposes that returns satisfy long-term mean reversion, this implies an upper bound on the
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Long-term outcome maximization and the reduction of interindividual-intergroup discontinuity.
Journal of Personality and Social Psychology, 1998Two experiments demonstrated that different procedures can be used to reduce the tendency for intergroup relations to be more competitive than interindividual relations. Experiment 1 revealed that this tendency was reduced when individual or group participants interacted with individual or group confederates who followed a tit-for-tat strategy as ...
C A, Insko +6 more
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Types of I-free hereditary right maximal terms
J. Philos. Log., 2005By the formulas-as-types (or Curry-Howard) isomorphism, for every closed \(\lambda\)-term there is a theorem of the implicational intuitionistic logic \(H_\to\), which is its type. Also, every such theorem is the type of a \(\lambda\)-term which represents a natural deduction style proof of the theorem. The theorems of weaker logics than \(H_\to\) have
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Short‐Term Energy Maximization of Egret Foraging
Ecology, 1979min = 0.1X and 'the inequality becomes: 4.8 kJ/ min X > 0.313 kJ/min 0.X or X < 4.99 kJ/min. Therefore it should rob if the cost of robbing is less than 4.99 kJ/min. While the actual foraging costs are not available, they can be approximated using a form of Kleiber's (1975) metabolic equation: metabolic rate (MR) = kW75f.
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Siberian Mathematical Journal, 2008
Summary: We study the maximal and fractional maximal functions and Riesz potentials that are generated by the generalized shift operator associated with the Laplace-Bessel operator. We obtain some pointwise and integral estimates that give a relation between the \(B\)-maximal and \(B\)-fractional maximal functions and \(B\)-Riesz potentials and extend ...
GARAKHANOVA, Nail +2 more
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Summary: We study the maximal and fractional maximal functions and Riesz potentials that are generated by the generalized shift operator associated with the Laplace-Bessel operator. We obtain some pointwise and integral estimates that give a relation between the \(B\)-maximal and \(B\)-fractional maximal functions and \(B\)-Riesz potentials and extend ...
GARAKHANOVA, Nail +2 more
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Representation of integers as terms of a linear recurrence with maximal index
1998For integers \(a,b\) put \(H_0(a,b)=a\), \(H_1(a,b)=b\), and \(H_n(a,b)=H_{n-1}(a,b)+H_{n-2}(a,b)\). E.g., setting \(a=0\) and \(b=1\) produces the sequence \((F_n)\) of Fibonacci numbers \(F_n=H_n(0,1)\). Consider the following problem of J. H. E. Cohn: Given a positive integer \(N\), find positive integers \(a\) and \(b\) such that \(N=H_r(a,b)\) and
Jones, James P., Kiss, Péter
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Biomechanical measures of short-term maximal cycling on an ergometer: a test-retest study
Sports Biomechanics, 2023Louise Burnie +2 more
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