Cardinal Values Research Articles

Aux Origines De La Question De L’emploi Salarie Et Du Chomage En Cote D’ivoire

How did the notion of paid employment, so far unknown in the economic and social landscape of Côte d’Ivoire, impose itself upon the consciousness of the Ivorian populations? As a series of investigations made through documentary observations, following an approach both historical and dialectical, it appeared with the economic, social and cultural transformations introduced by the French colonisation. It is so well imbedded in the minds of the populations that it has become the main focus of most of the strategies of social promotion. Moreover, while before it everyone integrated himself harmoniously in economic fabric without trying to be employed by the other, its adoption as cardinal value has generated, with stupefying figures, unemployment which has become like an inescapable trap for the Ivorian youth.

Development and application of Geobacillus stearothermophilus growth model for predicting spoilage of evaporated milk

The presence of Geobacillus stearothermophilus spores in evaporated milk constitutes an important quality problem for the milk industry. This study was undertaken to provide an approach in modelling the effect of temperature on G. stearothermophilus ATCC 7953 growth and in predicting spoilage of evaporated milk. The growth of G. stearothermophilus was monitored in tryptone soy broth at isothermal conditions (35–67 °C). The data derived were used to model the effect of temperature on G. stearothermophilus growth with a cardinal type model. The cardinal values of the model for the maximum specific growth rate were Tmin = 33.76 °C, Tmax = 68.14 °C, Topt = 61.82 °C and μopt = 2.068/h. The growth of G. stearothermophilus was assessed in evaporated milk at Topt in order to adjust the model to milk. The efficiency of the model in predicting G. stearothermophilus growth at non-isothermal conditions was evaluated by comparing predictions with observed growth under dynamic conditions and the results showed a good performance of the model. The model was further used to predict the time-to-spoilage (tts) of evaporated milk. The spoilage of this product caused by acid coagulation when the pH approached a level around 5.2, eight generations after G. stearothermophilus reached the maximum population density (Nmax). Based on the above, the tts was predicted from the growth model as the sum of the time required for the microorganism to multiply from the initial to the maximum level (tNmax), plus the time required after the tNmax to complete eight generations. The observed tts was very close to the predicted one indicating that the model is able to describe satisfactorily the growth of G. stearothermophilus and to provide realistic predictions for evaporated milk spoilage.

Applied Game Theory to Improve Strategic and Tactical Military Decisions

In 2003, LTC Cantwell proposed a methodology using zero-sum games to improve military decision making in choosing courses of action. He proposed using ordinal values to fill in the zero-sum payoff matrix for the USA and the opponent and then solve the game. We propose a method and illustrate his example after we have replaced the ordinal values with cardinal values using multi-attribute decision making techniques. The result should be more meaningful with more accurate preferences and utilities. We extend the analysis by transforming the game from a zero-sum to a non-zero sum game and examined the solutions. Comparisons are made and discussed.

GWW metaheuristic to solve constraints on floating point numbers and application to test case generation

We propose a population-based local search approach to generate automatically test cases for programs having floating point statements. The proposed approach, called GWW-MLFP (go with the winners using multi-precision arithmetic and local search for floating point constraints), adopts the GWW metaheutistic to solve constraints on floating point numbers which have a huge cardinality (e.g., 252 numbers in [0.5, 1.0]) and huge values (e.g., 10300): the search space is of exponential nature, motivating using an approximate approach. GWW-MLFP is a population-based metaheuristic which uses a set of candidates as a diversification mechanism. A set of B particles are maintained in each iteration. Consequently, different initial candidates are considered and different regions in the search space are explored. First, particles are randomly generated. Second, a dedicated local search algorithm on floating point numbers, called MLFP, is applied on each particle. In the following iterations of GWW-MLFP, the particles are processed until no particle remains under some given objective value. We have implemented the GWW-MLFP approach, and we have shown its usefulness on various non-trivial floating point programs.

Effect of temperature, pH, and water activity on Mucor spp. growth on synthetic medium, cheese analog and cheese

The Mucor genus includes a large number of ubiquitous fungal species. In the dairy environment, some of them play a technological role providing typical organoleptic qualities to some cheeses while others can cause spoilage. In this study, we compared the effect of relevant abiotic factors for cheese production on the growth of six strains representative of dairy technological and contaminant species as well as of a non cheese related strain (plant endophyte). Growth kinetics were determined for each strain in function of temperature, water activity and pH on synthetic Potato Dextrose Agar (PDA), and secondary models were fitted to calculate the corresponding specific cardinal values. Using these values and growth kinetics acquired at 15°C on cheese agar medium (CA) along with three different cheese types, optimal growth rates (μopt) were estimated and consequently used to establish a predictive model. Contrarily to contaminant strains, technological strains showed higher μopt on cheese matrices than on PDA. Interestingly, lag times of the endophyte strain were strongly extended on cheese related matrices. This study offers a relevant predictive model of growth that may be used for better cheese production control but also raises the question of adaptation of some Mucor strains to the cheese.

A cardinal dissensus measure based on the Mahalanobis distance

In this paper we address the problem of measuring the degree of consensus/dissensus in a context where experts or agents express their opinions on alternatives or issues by means of cardinal evaluations. To this end we propose a new class of distance-based consensus model, the family of the Mahalanobis dissensus measures for profiles of cardinal values. We set forth some meaningful properties of the Mahalanobis dissensus measures. Finally, an application over a real empirical example is presented and discussed.

Effect of pH on Thermoanaerobacterium thermosaccharolyticum DSM 571 growth, spore heat resistance and recovery

Thermophilic spore-forming bacteria are potential contaminants in several industrial sectors involving high temperatures (40–65 °C) in the manufacturing process. Among those thermophilic spore-forming bacteria, Thermoanaerobacterium thermosaccharolyticum, called “the swelling canned food spoiler”, has generated interest over the last decade in the food sector. The aim of this study was to investigate and to model pH effect on growth, heat resistance and recovery abilities after a heat-treatment of T. thermosaccharolyticum DSM 571. Growth and sporulation were conducted on reinforced clostridium media and liver broth respectively. The highest spore heat resistances and the greatest recovery ability after a heat-treatment were obtained at pH condition allowing maximal growth rate. Growth and sporulation boundaries were estimated, then models using growth limits as main parameters were extended to describe and quantify the effect of pH on recovery of injured spores after a heat-treatment. So, cardinal values were used as a single set of parameters to describe growth, sporulation and recovery abilities. Besides, this work suggests that T. thermosaccharolyticum preserve its ability for germination and outgrowth after a heat-treatment at a low pH where other high resistant spore-forming bacteria like Geobacillus stearothermophilus are unable to grow.

Detection of counting pseudoerrors: What helps children accept them?

This study examines children's comprehension of non-essential counting features (conventional rules). The objective of the study was to determine whether the presence or absence of cardinal values in pseudoerrors and the type of conventional rule violated affects children's performance. A detection task with pseudoerrors was presented through a computer game to 146 primary school children in grades 2 through 4. The same pseudoerrors were presented both with and without cardinal values; the pseudoerrors violated conventional rules of spatial adjacency, temporal adjacency, spatial-temporal adjacency, and left-to-right direction. Half of the participants within each age group were randomly assigned to an experimental condition that included pseudoerrors with a cardinal value, and the other half were assigned to a condition that included pseudoerrors without a cardinal value. The results show that when presented with a cardinal value, children more easily recognize the optional nature of non-essential counting features. Likewise, the type of conventional rule transgressed significantly affected the children's acceptance of pseudoerrors as valid counts. Participants penalized breaches of temporal and spatial-temporal adjacency to a greater degree than breaches of spatial adjacency and left-to-right direction.

The Development of Arabic Digit Knowledge in 4- to 7-Year-Old Children

Recent studies indicate that Arabic digit knowledge rather than non-symbolic number knowledge is a key foundation for arithmetic proficiency at the start of a child’s mathematical career. We document the developmental trajectory of 4- to 7-year-olds’ proficiency in accessing magnitude information from Arabic digits in five tasks differing in magnitude manipulation requirements. Results showed that children from 5 years onwards accessed magnitude information implicitly and explicitly, but that 5-year-olds failed to access magnitude information explicitly when numerical magnitude was contrasted with physical magnitude. Performance across tasks revealed a clear developmental trajectory: children traverse from first knowing the cardinal values of number words to recognizing Arabic digits to knowing their cardinal values and, concurrently, their ordinal position. Correlational analyses showed a strong within-child consistency, demonstrating that this pattern is not only reflected in group differences but also in individual performance.

Modelling the effect of essential oil of betel leaf (Piper betle L.) on germination, growth, and apparent lag time of Penicillium expansum on semi-synthetic media

The current study aimed at characterizing the chemical components of betel leaf (Piper betle L. var. Tamluk Mitha) essential oil (BLEO) and modelling its effect on growth of Penicillium expansum on semi-synthetic medium. Gas chromatography-mass spectrophotometry (GC-MS) analysis of BLEO revealed the presence of different bioactive phenolic compounds in significant amounts. Among 46 different components identified, chavibetol (22.0%), estragole (15.8%), β-cubebene (13.6%), chavicol (11.8%), and caryophyllene (11.3%) were found to be the major compounds of BLEO. A disc diffusion and disc volatilization method were used to evaluate antifungal activity of the oil against a selected food spoilage mould. The logistic model was used to study the kinetics of spore germination. Prediction and validation of antifungal effect of BLEO was performed on semi-synthetic medium (apple juice agar) using predictive microbiological tools. The Baranyi and Roberts model was used to estimate maximum growth rate (μmax in mm/day) and apparent lag time (λ in days) of the mould. Secondary modelling was performed using a re-parameterized Monod-type equation based on cardinal values to study the effect of different BLEO concentration on estimated growth parameters. Emax (minimum concentration of oil at which mould growth was inhibited) and MIC (minimum inhibitory concentration of BLEO at which lag time is infinite) value of BLEO against P. expansum was estimated to be 0.56 and 0.74μl/ml, respectively, which was found to be similar on potato dextrose agar (PDA) as well as apple juice agar (AJA) medium. The correlation between estimated growth parameters of the mould on both the media was obtained with satisfactory statistical indices (R2 and RMSE). This study revealed inhibitory efficacy of BLEO on spore germination, mycelial growth and apparent lag time of P. expansum in a dose-dependent manner. Hence, BLEO has potential to be used as a natural food preservative.

Modelling biofilm formation of Salmonella enterica ser. Newport as a function of pH and water activity

The effect of pH and water activity (aw) on the formation of biofilm by Salmonella enterica ser. Newport, previously identified as a strong biofilm producer, was assessed. Biofilm formation was evaluated in tryptone soy broth at 37 °C and at different combinations of pH (3.3–7.8) and aw (0.894–0.997). In total, 540 biofilm formation tests in 108 pH and aw combinations were carried out in polystyrene microtiter plates using crystal violet staining and optical density (OD; 580 nm) measurements. Since the individual effects of pH and aw on biofilm formation had a similar pattern to that observed for microbial growth rate, cardinal parameter models (CPMs) were used to describe these effects. CPMs described successfully the effects of these two environmental parameters, with the estimated cardinal values of pHmin, pHopt, pHmax, awmin and awopt being 3.58, 6.02, 9.71, 0.894 and 0.994, respectively. The CPMs assumption of the multiplicative inhibitory effect of environmental factors was validated in the case of biofilm formation using additional independent data (i.e. 430 OD data at 86 different combinations of pH and aw). The validation results showed a good agreement (r2 = 0.938) between observed and predicted OD with no systematic error. In the second part of this study, a probabilistic model predicting the pathogen's biofilm formation boundaries was developed, and the degree of agreement between predicted probabilities and observations was as high as 99.8%. Hence, the effect of environmental parameters on biofilm formation can be quantitatively expressed using mathematical models, with the latter models, in turn, providing useful information for biofilm control in food industry environments.

Learning to represent exact numbers

This article focuses on how young children acquire concepts for exact, cardinal numbers (e.g., three, seven, two hundred, etc.). I believe that exact numbers are a conceptual structure that was invented by people, and that most children acquire gradually, over a period of months or years during early childhood. This article reviews studies that explore children’s number knowledge at various points during this acquisition process. Most of these studies were done in my own lab, and assume the theoretical framework proposed by Carey (The origin of concepts, 2009). In this framework, the counting list (‘one,’ ‘two,’ ‘three,’ etc.) and the counting routine (i.e., reciting the list and pointing to objects, one at a time) form a placeholder structure. Over time, the placeholder structure is gradually filled in with meaning to become a conceptual structure that allows the child to represent exact numbers (e.g., There are 24 children in my class, so I need to bring 24 cupcakes for the party.) A number system is a socially shared, structured set of symbols that pose a learning challenge for children. But once children have acquired a number system, it allows them to represent information (i.e., large, exact cardinal values) that they had no way of representing before.

Faut-il enseigner la bioéthique aux étudiants en odontologie dans le cadre de la discipline santé publique ? Une expérience à la faculté de chirurgie dentaire de l’université Paris Descartes

BackgroundThe dental student is committed to being an actor in public health and his/her mission must deal with the wishes of the patient and the ethical requirements of the society. In order to improve physical and mental health on an individual and collective level, the University has a responsibility to develop a real culture of public health early in the academic curriculum. This context raises the question of the usefulness of ethics education for students in dental school. MethodsThe Faculty of Dentistry at Paris Descartes University is engaged in a pilot process to reform dental studies, taking into account official and ministerial directives. An educational program on ethics delivered during the course of 10 semesters is broken down into lectures, practical lessons, and active training in one of four Paris hospitals. ResultsTeaching bioethics in the public health context puts the student at the center of an active process where each student is responsible for personal involvement in five proposed teaching methods: lectures, seminars, directed education, and reference research using the University's intranet portal. ConclusionThe result of 3 years of experience teaching bioethics in public health discipline is positive. The dental students are encouraged to develop skills to analyze an effective strategy for dental care where ethics becomes a cardinal value. In this sense, the teaching of bioethics that is at the heart of public debates is perfectly adapted to the public health discipline. Ultimately, it could be integrated into the teaching of all subjects.

Assessing disability weights based on the responses of 30,660 people from four European countries.

BackgroundIn calculations of burden of disease using disability-adjusted life years, disability weights are needed to quantify health losses relating to non-fatal outcomes, expressed as years lived with disability. In 2012 a new set of global disability weights was published for the Global Burden of Disease 2010 (GBD 2010) study. That study suggested that comparative assessments of different health outcomes are broadly similar across settings, but the significance of this conclusion has been debated. The aim of the present study was to estimate disability weights for Europe for a set of 255 health states, including 43 new health states, by replicating the GBD 2010 Disability Weights Measurement study among representative population samples from four European countries.MethodsFor the assessment of disability weights for Europe we applied the GBD 2010 disability weights measurement approach in web-based sample surveys in Hungary, Italy, Netherlands, and Sweden. The survey included paired comparisons (PC) and population health equivalence questions (PHE) formulated as discrete choices. Probit regression analysis was used to estimate cardinal values from PC responses. To locate results onto the 0-to-1 disability weight scale, we assessed the feasibility of using the GBD 2010 scaling approach based on PHE questions, as well as an alternative approach using non-parametric regression.ResultsIn total, 30,660 respondents participated in the survey. Comparison of the probit regression results from the PC responses for each country indicated high linear correlations between countries. The PHE data had high levels of measurement error in these general population samples, which compromises the ability to infer ratio-scaled values from discrete choice responses. Using the non-parametric regression approach as an alternative rescaling procedure, the set of disability weights were bounded by distance vision mild impairment and anemia with the lowest weight (0.004) and severe multiple sclerosis with the highest weight (0.677).ConclusionsPC assessments of health outcomes in this study resulted in estimates that were highly correlated across four European countries. Assessment of the feasibility of rescaling based on a discrete choice formulation of the PHE question indicated that this approach may not be suitable for use in a web-based survey of the general population.Electronic supplementary materialThe online version of this article (doi:10.1186/s12963-015-0042-4) contains supplementary material, which is available to authorized users.

Validation of a predictive model for the growth of chalk yeasts on bread.

The present study focused on the effects of temperature, T, and water activity, aw, on the growth of Hyphopichia burtonii, Pichia anomala, and Saccharomycopsis fibuligera on Sabouraud Agar Medium. Cardinal values were estimated by means of cardinal models with inflection. All the yeasts were xerophilic, and they exhibited growth at 0.85 aw. The combined effects of T, aw, and pH on the growth of these species were described by the gamma-concept and validated on bread in the range of 15-25 °C, 0.91-0.97 aw, and pH 4.6-6.8. The optimum growth rates on bread were 2.88, 0.259, and 1.06 mm/day for H. burtonii, P. anomala, and S. fibuligera, respectively. The optimal growth rate of S. fibuligera on bread was about 2 fold that obtained on Sabouraud. Due to reproduction by budding, P. anomala exhibited low growth on Sabouraud and bread. However, this species is of major concern in the baker's industry because of the production of ethyl acetate in bread.

Early numerical foundations of young children’s mathematical development

This study focused on the relative contributions of the acuity of the approximate number system (ANS) and knowledge of quantitative symbols to young children’s early mathematical learning. At the beginning of preschool, 191 children (Mage=46months) were administered tasks that assessed ANS acuity and explicit knowledge of the cardinal values represented by number words, and their mathematics achievement was assessed at the end of the school year. Children’s executive functions, intelligence, and preliteracy skills and their parents’ educational levels were also assessed and served as covariates. Both the ANS and cardinality tasks were significant predictors of end-of-year mathematics achievement with and without control of the covariates. As simultaneous predictors and with control of the covariates, cardinality remained significantly related to mathematics achievement, but ANS acuity did not. Mediation analyses revealed that the relation between ANS acuity and mathematics achievement was fully mediated by cardinality, suggesting that the ANS may facilitate children’s explicit understanding of cardinal value and in this way may indirectly influence early mathematical learning.

Nurturing the Growing Generation’s Values in the Process of Socio-Cultural Transformation of Society

The Arab minority in Israel is in the process of socio-cultural transformation, its force rising and splitting the society. Modernization, the Arab society undergoes, is influenced by the constant contacts with the Jew- ish nation representing in its majority the western culture, the other influenc- ing factors being technologies and mass media. Some changes affect the soci- ety in a positive way, whereas the global uncontrollable ones can bring about the system crisis and the full split of society. In order to retain the integrity it is necessary to control this process on the level of basic elements of cultural awareness by nurturing both cultural and moral values within the framework of educational system. One of the main functions of educational system is the man’s adapta- tion in society including its cultural aspect; and the upbringing process should be performed in the context of belonging to cultural and national val- ues. Well-balanced organic system of education combining cardinal, national and religious values can facilitate harmonious personal growth, and affect the society in a positive way. However, the Arab educational system in Israel faces some challenges in the course of implementing the value nurturing programs. They include the lack of political initiative and control over the educational system devel- opment performed by the Arabs; and the absence of the definite and steady value system that can be given to the growing generation by means of school education. To overcome the problem the author recommends developing and implementing a special training program focused on the value component de- velopment, as the students might have difficulty getting by in the real world without it.

Modelling the influence of temperature, water activity and sodium metabisulphite on the growth and OTA production of Aspergillus carbonarius isolated from Greek wine grapes

The purpose of the present study was to develop a modelling approach to quantify the effect of temperature (15–38 °C), aw (0.88–0.98) and sodium metabisulphite (NaMBS) concentration (0–200 mg L−1) on the growth and OTA production of Aspergillus carbonarius on a Grape Juice based Medium (GJM). Growth responses of the fungus were recorded over time in terms of colony diameter changes, and fitted to the primary model of Baranyi and the estimated maximum growth rates (μmax) and lag phases (λ) were subsequently modelled as a function of temperature, aw and NaMBS concentration using the cardinal values model with inflection (CMI). Moreover, OTA production was measured during fungal growth and modelled as a function of the same parameters through a quadratic polynomial model. Results showed that NaMBS increased the lag phase of A. carbonarius, particularly at 38 °C/0.98 aw and 38 °C/0.96 aw, as well as at lower aw levels regardless of temperature. In the lowest NaMBS concentration (50 mg L−1) there was no inhibitory effect, while at higher concentrations (100 and 150 mg L−1) fungal growth was delayed. No growth was observed at 200 mg L−1 of NaMBS irrespective of temperature and aw levels. The optimum values for growth were found in the range 30–35 °C and 0.96 aw, while for OTA production at 20 °C and 0.98 aw. The developed models were subjected to internal and external validation and presented satisfactory performance as inferred by graphical plots and statistical indices (bias and accuracy factors). The present study will complement the findings on the ecophysiology of A. carbonarius using NaMBS as an inhibitory agent.

The institutional structure of production revisited

Abstract:This paper revisits Coase's original description of the Institutional Structure of Production, and disentangles its two constitutive elements: (i) the costs of organizing an activity internally and (ii) the costs deriving from the transaction of the activity on the market. In doing so, I show transaction costs (TC) to be always necessary and sufficient to explain institutions, but only in the Slutsky–Hicks and Samuelson ordinal framework where expenditure functions replace utility functions and actors merely transact services and never control, nor own goods. Yet, if actors can purchase (and therefore control) resources, utility in use cannot be univocally deduced from purchasing behaviours; here ordinal exchange theory must be replaced by Austrian subjective cardinal value theory, where value in use and value in exchange do not coincide. To explain the allocation of activities among firms in this case, actors’ subjective opportunity costs are thus always necessary (and possibly sufficient), while TC are never sufficient. This distinction has fundamental implications for at least two main developments of Coase's original insights: the relationship among competition, socialist planning and the nature of the firm, and the reinterpretation of the Austrian concept of asset specificity in contemporary institutional and organizational economics (OE).

An Alternative Approach to the Lottery Method in Utility Theory for Game Theory

In game theory, in order to properly use mixed strategies, equalizing strategies or the Nash arbitration method, we require cardinal payoffs. We present an alternative method to the possible tedious lottery method of von Neumann and Morgenstern to change ordinal values into cardinal values using the analytical hierarchy process. We suggest using Saaty’s pairwise comparison with combined strategies as criteria for players involved in a repetitive game. We present and illustrate a methodology for moving from ordinal payoffs to cardinal payoffs. We summarize the impact on how the solutions are achieved.