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A note on almost Trans-1-Golden submersions
Full text linkIn this Note, two types of submersions whose total space is an almost trans-1-Golden manifold are studied. The study focuses on the transference of structures from the total space to the base one and the the geometry of the fibers
Why Bell’s inequality is wrong?
Full text linkThis paper examines the history from EPR argument to Bell’s inequality and the influence of Bell’s inequality on the frontier exploration of quantum mechanics. It is found that Bell’s inequality has some hidden assumptions different from EPR argument: Following Schrodinger's assumption that the measurement process of EPR experiment undergos time, Karl Hess regards time as an implicit variable of time series, and Joy Christian obtains a local implicit variable inequality different from Bell's inequality. They extended the relativistic space-time geometric analysis method to the localized geometric morphological analysis of quantum states, and considered that the Bell’s inequality reasoning did not meet the requirements of the completeness of EPR argument. Quantum statistics given by identical particles is different from classical statistics. Innovative ensemble interpretation can also solve Bell's inequality and give a demonstration of quantum non-locality. The main research progress of quantum gravity is great, but there are many divergences. According to Einstein's local realism, the new explanation and expression of quantum mechanics may open up new ideas for the study of quantum gravity
Quantum Gravity Correction to Co-bimaximal Neutrino Mixings
Full text linkThe quantum gravity may have strong consequence for neutrino oscillation phenemomenon. We found a significant modification of neutrino oscillation due to quantum gravity effects in specific case. We also assume that just above the electroweak scale, neutrino masses are degenerate and their mixing is co-bimaximal. Quantum gravity (Planck scale effects) leads to an effective SU(2)L × U(1) invariant dimension-5 Lagrangian involving, neutrino and Higgs fields. On symmetry breaking, this operator gives rise to correction to the neutrino masses and mixing. The gravitational interaction (MX=Mpl) demands that the element of this perturbation matrix should be independent of flavor indices. In this paper, we compute the deviation of the three neutrino mixing angles due to Planck scale effects in a co-bimaximal scheme. We found that the change in θ 12 can be as large as 3.15o
 
Fibonacci Lacunary Statistical Convergence In Intuitionistic Fuzzy Normed Linear Spaces
Full text linkWe investigate the concept of Fibonacci lacunary statistical convergence in intuitionistic fuzzy normed linear spaces. We also introduce here a new concept, that is, Fibonacci lacunary statistical completeness and show that every intuitionistic fuzzy normed linear space is Fibonacci lacunary statistically complete
Impact of Emotional intelligence on the productivity of petroleum firms in southern Nigeria
Full text linkEmotional intelligence is the capacity to be aware, control and express one’s emotions and to handle interpersonal relationships judiciously and empathetically. Being emotionally intelligent involves tuning into emotions, understanding them and taking appropriate action. This paper examines the impact of emotional intelligence on the productivity of oil firms in Southern Nigeria. The sporadic disruption of oil production by the host communities through youth militancy accentuated by the dwindling fortunes of revenue to the government has been a great concern to all stakeholders. An inductive research design was adopted. Data collection instruments were the use of structured questionnaire and interviews. The population of the study was 11,600 with the sample size of 637 determined using the Freund and Williams Method. Simple random sampling technique was used to determine the sample points. Linear regression anchored on Pearson correlation was utilized to analyze the data. The findings reveal that emotional intelligence influences employees’ behavior at work positively and improved the productivity of the selected petroleum firms. It is recommended that managers of the petroleum firms in Nigeria should develop transformational leadership among their workforce and create effective relationship management
Nepotism Practices in the United States and Saudi Arabia: A literature Review
No full textNepotism is a cultural concept that has permeated all societies in history. However, some cultures are more tolerant toward nepotism because care of the family is considered a moral obligation. For example, the United States and Saudi Arabia possess different cultural viewpoints about nepotism. While in the United States, organizations and policy makers are still trying to make sense of how to manage nepotism, in Saudi Arabia it is a common practice part of the culture and lifestyle. However, dealing with the eradication of nepotism in the United States continues to be a challenge because of the existence of considerable number of family businesses; in these, nepotism is often seen as an important factor for the survival of the business. In the meantime, both the United States and Saudi Arabia continue to demonstrate nepotistic practices. This paper has the purpose of presenting causes and consequences of nepotism, theoretical background and definition of the term, and a brief story of modern nepotism, from the medieval times to the twentieth century in Europe and the United States. This paper also presents a comparison of nepotistic practices in the United States and Saudi Arabia and critical views against and in favor of nepotism as social practice
ON FINDING COEFFICIENT OF GENERATING FUNCTION
Full text linkThis paper review the method of determining the coefficients of a generating function. Generating functions are a convenient tool for handling special constraints in selection and arrangement problems. It can be used in recurrence relations, inclusion exclusion events study, and polya’s enumeration formula. It may also help to solve some other combinatorial problems. Generating functions are a kind of abstract problem-solving technique once we understand it may easy to model a broad spectrum of combinatorial problems. In this paper, we will usesome vivid examples to demonstrate both the theoretical and applicable results of generating function
Modified Nonparametric Tests for the Umbrella Alternative with Known Peak in a Mixed Design
Full text linkThe Mack-Wolfe and Kim-Kim statistics are two of the most commonly used non-parametric tests for the umbrella alternative problem when the underlying designs follow a CRD or an RCBD, respectively. In this paper, modifications of the Mack-Wolfe and Kim-Kim test are proposed to develop test statistics for the umbrella alternative with known peak when the data are mixture of a randomized complete block and a completely randomized design. The two proposed test statistics are compared to each other and some other existing tests. Results are given
Effects of minimum epidemic and population sizes on a global epidemic in simulations of final size data
Full text linkThe stochastic SIR household epidemic model is well discussed in [2], [3] and [4]. The work of [1] also proposed maximum likelihood based algorithm for its inference by assuming independence of epidemic in each household, contrary to the dependency assumption in [4].Using simulations, we examined the need for an appropriate choice of cut-o between small and large epidemics often referred to as minimum epidemic size, using rejection sampling, for a global infection to occur and then compared the estimates of the model parameters over a range of theoretical parameters, LambdaL and lambdaG with corresponding z in [0; 1]:We found that with large population size, appropriate choice of the minimum epidemic size and lambdG not 0, facilitate the occurrence of a global epidemic.Thus, given these scenarios, the adequacy of the model fitness to the final size epidemic data is then realised
Certain Subclasses Of Harmonic Starlike Functions Associated With q-Analouge Of Ruscheweyh Operator
Full text linkIn this work, we introduce and study a subclass of harmonic uniformly β - starlike functions defined by q-analogue of Ruscheweyh derivative operator. Coefficient bounds, extreme points, distortion bounds, convolution conditions and convex combination are determined for functions in this class. Also, properties of the class preserving under. The generalized Bernardi-Libera –Livingston integral operator and the q-Jackson integral operator are discussed. Furthermore, many of our results are either extensions or new approaches to those corresponding to previously known results