Simulating the Effect of Pay Table Standard Deviation on Pulls Per Losing Player at the Single-visit Level

While holding par constant, changes in the standard deviation of the pay table produced an inverse effect on pulls per losing player (PPLP), across six different virtual slot machines. This result establishes the standard deviation of a game as a crucial determinant of a slot player\u27s experience. Three different single-trip scenarios were examined via computer simulation, with 50,000 players engaging each game. For example, virtual players began with 100 units, terminating play at bankruptcy or 200 units. As players focus on the outcome of single visits, understanding the determinants of PPLP (or time on device) will help management engineer desirable customer experiences at the trip level. In part, this can be achieved by altering the product mix to better match the expectations of the clientele. Given the remarkable bankruptcy rate of the trip simulations, proxies for value such as PPLP serve as crucial evaluation standards in the satisfaction process

Effect of feed supplemented exogenous bacteria, Lactobacillus sporogenes on the growth and body composition of Cirrhinus mrigala fingerlings

Probiotics are known to improve the growth rate of aquatic organisms. Little experimentation has focused on supplementation of live colony forming units ofL.sporogenes in Cirrhinus mrigala to access the growth performance. A feeding trial was conducted for 50 days to study the effects of Lactobacillus sporogenes on growth and body composition of Cirrhinus mrigala (Hamilton-Buchnan, 1822) fingerlings. Fishes were fed with five experimental feeds containing 3.31x105 colony forming units (CFU)/100g-1 of L. sporogenes in diet D2 , 1.65×106 CFU/ 100g-1 in diet D3, 3.31×106 CFU/100g-1 in diet D4 and 4.96×106 CFU/100g-1 in diet D5. Control diet D1 was kept devoid of L. sporogenes. The diets prepared were containing 0.0% (D1), 0.1% (D2), 0.5% (D3), 1.0% (D4) and 1.5%(D5) of live cells of L. sporogenes CFU/100gm-1 of feed. Increasing trend of weight gain, specific growth rate (SGR), protein efficiency ratio (PER) improved food conversion ratio (FCR) was observed in treatments fed with probiotic added feeds than control feed. Best growth performance was found in the treatment fed with D4 of L. sporogenes containing 3.31×106 CFU 100g-1 of feed. At increased level 4.96×106 CFU 100g-1 of L. sporogenes inclusion the growth performance was dropped. Tissue protein content was also observed to be higher in animals fed with D4 feed. The lipid content was significantly (P<0.05) higher in fingerlings fed with control feed (D1). In short, L. sporogenes addition to a level of 3.31×106 CFU 100g-1 in feed improved growth performance of C. mrigala fingerlings. Therefore, it is evident that 3.31×106 CFU 100g-1 of feed of L. sporogenes can be considered as suitable concentration for attaining good growth in C.mrigala fingerlings

AYURVEDIC PERSPECTIVE ON PCOD AND INFERTILITY- A CASE STUDY

Polycystic ovarian syndrome is a syndrome manifested by amenorrhea, hirsuitism and obesity associated with enlarged polycystic ovaries. It is the most common endocrine disorder in a woman of reproductive age. Furthermore it presents with infertility, abnormal bleeding, increased incidences of pregnancy loss and pregnancy related complications. Most patients present with elevated levels of androgens, Luteinizing hormone (LH), Oestrogen and Prolactin. The aetiology is multifactorial with the combination of genetic and environmental factors. Certain hypothesis related to etio-pathogenesis still remains unknown. Pelvic ultrasound is a major diagnostic tool determines the presence of multiple ovarian cysts ranging between 2mm and 9mm. Hormonal therapy and LOD (Laparoscopic Ovarian Drilling) are the only line of treatment in modern science whereas, Ayurvedic management offers lifestyle changes and medications having Tridoshahara, Srotoshodhaka & Anulomaka properties with its holistic approach. So, in the present study – Agnitundi vati, Sukumara kashayam and Nasya with Kalyanaka Ghrita, were administered in a patient complaining of irregular cycles due to PCOD and infertility. As a result of the treatment, patient not only regularised her cycles but even conceived. Nasya is the most effective method of restoring normal ovulation/ menstruation and thus maintains equilibrium of endocrine functions. The above said line of treatment was found to be cost effective and easily accessible. Further clinical trials can be conducted to assess the efficacy of the drugs

Extended Apriori for association rule mining: Diminution based utility weightage measuring approach

The field of Association rule mining is a dynamic area for innovation of knowledge through which uncountable procedures have been expounded. Recently, by including significant components viz. value (utility), volume of items (weight) etc, the researchers have enhanced the quality of association rule mining for industry by bringing out the association designs. In this note, a proficient methodology has been put forward based on weight factor and utility for effective digging out of important association rules. At the very beginning, a traditional Apriori algorithm has been utilized that make use of the anti-monotone property which states that if n items are recurring continuously then n-1 items should also recur by which the scores of weightage(W-Gain), utility(U-Gain) and diminution(D-sum), are derived at. Eventually, we derive a subset of important association rules through which EUW-Score is generated. The tentative outcome demonstrates the effectiveness of the methodology in generating high utility association rules that is profitably used for the business improvement

A critical understanding of Hridroga Nidanas and its present relevance

The global burden of diseases is changing from infectious diseases to non-communicable diseases these days. Among them cardiovascular disease is one which is tremendously increasing in this era. Accounting for 17.3 million deaths per year worldwide. Life style modifications like high caloric intake, alcohol consumption, smoking and stress are the risk factors for cardiovascular disease.  In Ayurveda all those disease come under the heading of “Hridroga”. Acharya Bhela has mentioned   Hridaya as Shirohridaya and Urohridaya. Urohridaya has been accepted in correspondence to circulation of Rasa and Rakta .As for any disease to manifest Nidanas are needed hence understanding   them is important because Nidanaparivarjana is the first line of treatment for any disease. Nidanas such as Vega Dharana, Ushnatikshna Ahara, Chinta and Abhighata leads to manifestation of Hridroga. Along with that Hridaya being mula of Rasavaha and Pranavaha Srotas Mula, Dusthi of those also lead to Hridroga. As there are different sets of Nidanas being explained in classics there is a need for critical understanding hence the present write up is aimed to provide an insight into the concept of Nidanas based on classical references and allied modern literature

A Fast and Simple Algorithm for Computing M Shortest Paths in Stage Graph

We consider the problem of computing m shortest paths between a source node s and a target node t in a stage graph. Polynomial time algorithms known to solve this problem use complicated data structures. This paper proposes a very simple algorithm for computing all m shortest paths in a stage graph efficiently. The proposed algorithm does not use any complicated data structure and can be implemented in a straightforward way by using only array data structure. This problem appears as a sub-problem for planning risk reduced multiple k-legged trajectories for aerial vehicles

Traveling Wave Solutions of the Porous Medium Equation

We prove the existence of a one-parameter family of solutions of the porous medium equation, a nonlinear heat equation. In our work, with space dimension 3, the interface is a half line whose end point advances at constant speed. We prove, by using maximum principle, that the solutions are stable under a suitable class of perturbations. We discuss the relevance of our solutions, when restricted to two dimensions, to gravity driven flows of thin films. Here we extend the results of J. Iaia and S. Betelu in the paper "Solutions of the porous medium equation with degenerate interfaces" to a higher dimension

Prevalence and epidemiological aspect of dengue fever in western Rajasthan in year 2018

Background: Dengue fever (DF) is a common mosquito borne disease caused by dengue virus and is transmitted by Aedes mosquito. It is one of the major public health problems in India which affects all levels of society, but the burden of disease is a higher in poor people who live together in communities.  Aim of present study is aimed to assess the prevalence and epidemiological characteristics of cases of DF in  Tertiary Care Hospitals in Jodhpur, Rajasthan.Methods: A cross-sectional study was conducted in all cases of DF registered in the associated group of Hospitals of Dr. S.N. Medical College, Jodhpur from 1st January 2018 to 31st December 2018. Rapid immune-chromatographic card test and MAC ELISA test method was used to detect dengue non-structural protein 1 (NS1) antigen and dengue immunoglobulin M (IgM) antibodies in the Viral Research Diagnostic Laboratory (VRDL) of Department of Microbiology, Dr. S.N. Medical College to confirm the diagnosis. Results: Out of 2701 patients, 541 patients were tested serologically positive for DF (NS1, IgM). The highest number of suspected cases (1061) was reported in the month of October, 2018 out of whom 228 were positive. Maximum number of dengue cases reported were males belonging to 31-40 years age group from urban area. Fever was the main complaint in all the cases followed by vomiting, headache, and abdominal pain.Conclusion: Dengue is one of the major public health problems in India. A large number of cases are reported in the monsoon and post-monsoon period in the months from  September to December. Measures can be taken both at personal and government level to reduce morbidity and mortality from dengue

Platform, participation, and power: how dominant and minority stakeholders shape agricultural innovation

Within agricultural innovation systems (AIS), various stakeholder groups inevitably interpret ‘innovation’ from their own vantage point of privilege and power. In rural developing areas where small-scale and subsistence farming systems support livelihoods, dominant policy actors often focus heavily on participatory modernization and commercialization initiatives to enhance productivity, access, and quality. However, existing social hierarchies may undermine the potential of such initiatives to promote inclusive and sustainable farmer-driven innovation. Focusing on the chronically food insecure smallholder agricultural systems operating in Yatta Sub-county, Eastern Kenya, this paper explores how power dynamics between stakeholders can influence, and can be influenced by, participatory agricultural innovation initiatives. Findings suggest that there are often significant disparities in access to, and control over, platform resources between smallholder farmers and other stakeholder groups, resulting in large asymmetries. We discuss how these power dynamics may increase the risk of agricultural intervention, further marginalizing already disempowered groups and reinforcing power hierarchies to the detriment of smallholders. This study highlights the need for a deeper understanding of the institutional contexts that facilitate and maintain relationships of power within agricultural innovation systems, as well as the complexities associated with promoting transformational agricultural innovation

Free Regions of Sensor Nodes

We introduce the notion of free region of a node in a sensor network. Intuitively, a free region of a node is the connected set of points R in its neighborhood such that the connectivity of the network remains the same when the node is moved to any point in R. We characterize several properties of free regions and develop an efficient algorithm for computing them. We capture free region in terms of related notions called in-free region and out-free region. We present an O(n2) algorithm for constructing the free region of a node, where n is the number of nodes in the network