Wise exploitation – a game with a higher productivity than cooperation – transforms biological productivity into economic productivity.

I suggest a new game called wise exploitation. It is characterized by a small investment of the exploiting party to either breed the exploited party or educate the exploited party not to detect exploitation. Thereby a higher productivity than cooperation or prisoners´ dilemma is achieved. The higher productivity is a benefit for the group and one party on the cost of the other. To stabilize this an important marginal condition has to be met: the investment (breeding, education) must be overcompensated by the gain. In the light of this suggestion mutualism or symbiotic associations of genetically non related organisms, like leafcutter ants with their fungus or human groups should be reinvestigated.wise exploitation; productive exploitation; consumptive exploitation; avoided exploitation; prisoners´ dilemma; tolerated exploitation; costing exploitation; cost efficient exploitation; breeding; farming; culture; civilization; education; hope; suffering; gain; cost; loss; mass and energy conservation; leafcutter ants; fix cost; variable cost; production function; enzyme kinetics; Michalelis Menten; saturation curve; productivity; forced exploitation; forced mutualism; substrate; brute force; fear; honesty; signaling; cooperation; Nash equilibrium; mutation; invade; reward; stability; predator; prey; self sustaining; emotions; arms race;

On the Ricci tensor in type II B string theory

Let $\nabla$ be a metric connection with totally skew-symmetric torsion \T on a Riemannian manifold. Given a spinor field $\Psi$ and a dilaton function $\Phi$, the basic equations in type II B string theory are \bdm \nabla \Psi = 0, \quad \delta(\T) = a \cdot \big(d \Phi \haken \T \big), \quad \T \cdot \Psi = b \cdot d \Phi \cdot \Psi + \mu \cdot \Psi . \edm We derive some relations between the length ||\T||^2 of the torsion form, the scalar curvature of $\nabla$, the dilaton function $\Phi$ and the parameters $a,b,\mu$. The main results deal with the divergence of the Ricci tensor \Ric^{\nabla} of the connection. In particular, if the supersymmetry $\Psi$ is non-trivial and if the conditions \bdm (d \Phi \haken \T) \haken \T = 0, \quad \delta^{\nabla}(d \T) \cdot \Psi = 0 \edm hold, then the energy-momentum tensor is divergence-free. We show that the latter condition is satisfied in many examples constructed out of special geometries. A special case is $a = b$. Then the divergence of the energy-momentum tensor vanishes if and only if one condition \delta^{\nabla}(d \T) \cdot \Psi = 0 holds. Strong models (d \T = 0) have this property, but there are examples with \delta^{\nabla}(d \T) \neq 0 and \delta^{\nabla}(d \T) \cdot \Psi = 0.Comment: 9 pages, Latex2

A simple method for detecting chaos in nature

Chaos, or exponential sensitivity to small perturbations, appears everywhere in nature. Moreover, chaos is predicted to play diverse functional roles in living systems. A method for detecting chaos from empirical measurements should therefore be a key component of the biologist's toolkit. But, classic chaos-detection tools are highly sensitive to measurement noise and break down for common edge cases, making it difficult to detect chaos in domains, like biology, where measurements are noisy. However, newer tools promise to overcome these limitations. Here, we combine several such tools into an automated processing pipeline, and show that our pipeline can detect the presence (or absence) of chaos in noisy recordings, even for difficult edge cases. As a first-pass application of our pipeline, we show that heart rate variability is not chaotic as some have proposed, and instead reflects a stochastic process in both health and disease. Our tool is easy-to-use and freely available

The demand for money by private firms in a regulated economy: Theoretical underpinnings and empirical evidence for Germany 1960 - 1998

Based on a cash-in-advance approach, this paper investigates theoretically the determinants of money holdings of firms under the conditions of a highly regulated labor market and analyses empirically the demand for money of German businesses during the period 1960-1998. As a result of our theoretical analysis the demand for cash balances by firms for shadow market activities depends among other things positively on the expected wage wedge. The empirical results show that the coefficient of the wage wegde has a positive sign in the long-run cointegrating relationship and is statistically significant positive in the short-run dynamics of the error correction model. -- Auf der Grundlage eines Cash-in-advance-Ansatzes untersucht der vorliegende Beitrag die Bestimmungsgründe der Geldnachfrage von deutschen Unternehmen (1960-1998) - vor dem Hintergrund eines hoch regulierten Arbeitsmarktes. Das theoretische Modell ergibt, daß Unternehmen Kasse für Aktivitäten auf dem Markt für Schwarzarbeit unterhalten und zwar um so mehr, je größer die Kluft zwischen den Bruttoarbeitskosten und den Nettolöhnen (wage wedge) ist. Der Koeffizient der wage wedge weist ein positives Vorzeichen in der Kointegrationsbeziehung auf und ist statistisch signifikant positiv in der kurzfristigen Dynamik des Fehler-Korrektur-Modells.Money Demand by Firms,Wage Wedge,Cash-in-Advance Model,Cointegration,Error-Correction,Geldnachfrage von Unternehmen,Cash-in-advance-Modell,Kointegration,FehlerKorrektur-Modell,Lohnzusatzkosten