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    1011 research outputs found

    A Study On Generalized Mersenne Numbers

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    In this paper, we introduce the generalized Mersenne sequence and we deal with, in detail, two special cases, namely, Mersenne and Mersenne-Lucas sequences. We present Binet's formulas, generating functions, Simson formulas, and the summation formulas for these sequences. Moreover, we give some identities and matrices related with these sequences

    The Causal Theory of Action based utility and consumer surplus

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    The objective of this paper is to introduce the Causal Theory of Action,(CTA) based utility and consumer surplus, and compare it to the standardutility and consumer surplus that is based on Tversky's normative theoryof choice. In addition to utility and consumer surplus, price level settingis also altered based on the (CTA). (CTA) based pricing is introduced

    Generalized Leonardo Numbers

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    In this paper, we investigate the generalized Leonardo sequences and we deal with, in detail, three special cases, namely, modified Leonardo, Leonardo-Lucas and Leonardo sequences. We present Binet's formulas, generating functions, Simson formulas, and the summation formulas for these sequences. Moreover, we give some identities and matrices related with these sequences. Furthermore, we show that there are close relations between modified Leonardo, Leonardo-Lucas, Leonardo numbers and Fibonacci, Lucas numbers

    Higher education in Mozambique during covid-19

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    The current covid-19 pandemic that the world is experiencing is leading us to unexpected and complex context. The Covid-19 crisis has brought the disruption of higher education systems in Mozambique, affecting approximately 239 600 students and 5716 teachers by closing all institutions. The emergence of COVID-19 awakened controversy over the role of HEI. Questions have been raised about the role of HE in Mozambique to reach certain societal agendas – democratization, economic development and innovation. There is a demand for a full participation of university outside academia, both in society and in business. Thus, the study provides an overview of the higher education in Mozambique during covid-19 crisis. Methodologically, the study uses a comprehensive literature review, policy document analysis and statistical data from various official sources. While others students are coping well with online learning, others are experiencing difficulties due to lack of digital literacy and poor infrastructures. Despite effort over the last two decades, Mozambique has one of the lowest (20.9%) internet penetration rate of the population and one of the highest data cost in Africa as proportion of income. Thus, polices and effective strategies about connectivity, data cost, digital skills training and internet infra-structure must be considered to ensure inclusive education

    Gender Comparison Of Alpha-Fetoprotein, CD4, Albumin and Some Liver Enzymes in Symptomatic HIV Subjects on Antiretroviral Therapy

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    The emergence of Human Immunodeficiency Virus (HIV) has remained an issue of global discuss till date as it continues to invade and ravage the world’s population despite the efforts been made globally at tackling the impact of the virus. This is a case controlled study designed to comparatively evaluate the alpha-fetoprotein, CD4+ T-cell count, albumin and some liver enzymes activities in male and female symptomatic HIV subjects on antiretroviral therapy in NAUTH Nnewi, South Eastern Nigeria. A total of seventy one (71) participants who were aged between 18 and 60 years attending the voluntary counseling and testing unit (VCT) and antiretroviral therapy unit (ART) of Nnamdi Azikiwe University Teaching Hospital (NAUTH), Nnewi as well as 25 control subjects were randomly recruited for the study    . CD4 count, alpha fetoprotein (AFP), albumin, aspartate aminotransferase (AST), alanine aminotransferase (ALT) and alkaline phosphatase activities were estimated by standard laboratory methods. Results showed no significant differences in the mean values of AFP, CD4 count, albumin, ALT, AST and ALP  compared between male and female symptomatic HIV infected individuals on ART and symptomatic HIV infected male and female subjects NOT on ART (p>0.05) respectively. Also, there was no significant difference in ALT and AST activities when compared between male and female HIV seronegative control (p>0.05) although ALP activity was significantly higher in female control subjects than in males (p=0.01). This revealed no gender specific differences in mean values of alpha fetoprotein, albumin, CD4 T-cell count, and liver enzyme activities between male and female HIV infected symptomatic individuals on antiretroviral therapy and symptomatic HIV infected persons NOT on antiretroviral therapy

    Analytical computation of Bose-Einstein integral functions

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    The study of Bose-Einstein integral functions is important in the fact that such functions arise in various numerical calculations of different domains of physics. The significance of gamma function and Riemann zeta function in solving such integrals has been studied and functional equations are evaluated thereby enabling the integrals of all orders to be calculated

    Studies On the Recurrence Properties of Generalized Pentanacci Sequence

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    In this paper, we investigate the recurrence properties of the generalized Pentanacci sequence and present how the generalized Pentanacci sequence at negative indices can be expressed by the sequence itself at positive indices

    Special Properties of the Zeros of the Analytic Representations of Finite Quantum Systems

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    The paper contains an investigation on the special properties of the zeros of the analytic Representations of Finite Quantum Systems.These zeros and its paths define the completely the finite quantum system.The present paper study Construction of the analytic representation from its zeros.A brief introduction to analytic representation of nite quantum systems is given. The zeros of this function and there evolution time are considered.The analytic function f(z) have exactly d zeros.The analytic function have been constructed from its zeros

    A Poverty and Income Inequality in Indonesia

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    This study aims to describe and evaluate government policies and strategies in overcoming the problem of poverty. The research method used in this study is the research approach used is descriptive qualitative. The results of this study indicate that many poverty alleviation programs carried out by the government have not yet brought significant change. The strategies that have been taken to overcome poverty not only prioritize economic aspects but pay attention to other dimensions to increase capacity and encourage productivity. The strategy chosen was to improve the basic ability of the poor to increase income, involving the poor in the whole process of poverty reduction; empowerment strategy. To support the success of this strategy, it should be done thoroughly, integratedly, across sectors, and adapted to the conditions of Indonesian social diversity

    Combinatorial Identities with Several Kinds of Degenerate-Daehee Sequences

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    In this paper, we mainly make use of the probabilistic method to calculate several different moment representations of the degenerate Daehee numbers of the third kind with degenerate log function. We also obtain the moment expressions of the degenerate Daehee numbers of higher-order and degenerate Daehee numbers of the second kind. When deriving the moment representations of degenerate Stirling numbers and the degenerate Bernoulli numbers, we arrive at the combinatorial identities of relationships of them and we prove them by the probabilistic method

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