Abstract Objective: To quantify and compare respiratory functions and further screen the oral mucosa of tobacco and non-tobacco users. Material and Methods: First control group, non-tobacco users (n=55); Second group, smokers’ group (n=168) who currently smoked cigarettes; Third group smokeless/chewing type, tobacco group (n=81); Fourth group, both smokeless and smoking type tobacco users (n=46). Fagerstrom Test for Nicotine Dependences (FTND) and Fagerström Test for Nicotine Dependence-Smokeless Tobacco (FTND-ST) instruments were used to assess nicotine dependence. Subsequently, spirometry and Toluidine Blue (TB) vital staining were performed. Chi-squared and one-way analysis of variance (ANOVA) were used for statistical analysis. Results: Fagerstrom test resulted in 48.8% of subjects with low dependency, followed by an increase in nicotine dependency from low to moderate (29.2%), moderate (15.6%), and highly dependent (6.4%) groups. All respiratory function tests and oral screening confirmed significant changes amongst tobacco and non-tobacco users. The forced vital capacity of non-smoker group was significantly different from other tobacco users’ group (p<0.05). Conclusion: Early effects of tobacco use can lead to complications with the respiratory system and oral cavity. Such data can be used to delineate the harm of tobacco and should be used to urge individuals to evade the utilization of tobacco.

Abstract For a given graph G, its line graph denoted by L(G) is a graph whose vertex set V (L(G)) = E(G) and {e1, e2} ∈ E(L(G)) if e1 and e2 are incident to a common vertex in G. Let R be a finite commutative ring with nonzero identity and G(R) denotes the unit graph associated with R. In this manuscript, we have studied the line graph L(G(R)) of unit graph G(R) associated with R. In the course of the investigation, several basic properties, viz., diameter, girth, clique, and chromatic number of L(G(R)) have been determined. Further, we have derived sufficient conditions for L(G(R)) to be Planar and Hamiltonian.

ABSTRACT Soft tissue tumors are not uncommon in childhood and comprise entities that range from common to very rare malignancies. Infantile fibrosarcoma (IFS) is a rare pediatric malignancy mainly seen in the first two years of life. The data about the incidence of infantile fibrosarcoma occurring in the neck in the Indian subcontinent is scarce. To the best of our knowledge, only one case of infant cervical IFS has been reported previously in the Indian subcontinent. We present another case of an eight-year-old male patient with a rapidly growing mass on the left side of the neck. He was successfully treated with a combined modality of surgery and chemotherapy with a good outcome. Among the soft tissue tumors of childhood, IFS is a rare entity. It has a good prognosis and lesser chance of distant metastasis as compared to adult fibrosarcoma. Though surgical excision is the mainstay of treatment, chemotherapy also has a significant role in the treatment of primary tumor and metastasis. We discuss the stated case to bring to the notice this uncommon cause, which can be considered as a differential diagnosis of upper cervical swellings. A better understanding of this entity would help in early diagnosis and aggressive treatment, reducing the overall morbidity and mortality.

Objective. To examine the effect of obesity on incidence of disability and mortality among non-disabled older Mexicans at baseline. Materials and methods. The sample included 8 415 Mexicans aged ≥ 50 years from the Mexican Health and Aging Study (2001 -2012), who reported no limitations in activities of daily living (ADLs) at baseline and have complete data on all covariates. Sociodemographics, smoking status, comorbidities, ADL activities, and body mass index (BMI) were collected. Results. The lowest hazard ratio (HR) for disability was at BMI of 25 to < 30 (HR = 0.97;95% confidence interval [CI], 0.85-1.12).The lowest HR for mortality were seen among participants with BMIs 25 to < 30 (HR = 0.85; 95%CI, 075-0.97), 30 to < 35 (HR = 0.86; 95 %CI, 0.72-1.02), and > 35 (HR = 0.92; 95 %CI, 0.70-1.22). Conclusion. Mexican older adults with a BMI of 25 to < 30 were at less risk for both disability and mortality.

Objetivo. Examinar el efecto de la obesidad sobre la incidencia de discapacidad y mortalidad en adultos mayores mexicanos sin discapacidad al inicio del estudio. Material y métodos. La muestra incluyó 8 415 Mexicanos ≥ 50 años de edad del Estudio Nacional de Salud y Envejecimiento en México (2001 -2012), quienes no reportaron discapacidad en las actividades de la vida diaria en la encuesta basal y tenían información completa de todas las covariables. Resultados. La razón de riesgo más baja (HR) para discapacidad se observó con un IMC de 25 a < 30 (HR=0.97;95%CI, 0.85-1.12). La razón de riesgo más baja para mortalidad se observó con IMC de 25 a < 30 (HR = 0.85;95%CI,075-0.97),de 30 a < 35 (HR = 0.86; 95%CI, 0.72-1.02), y > 35 (HR = 0.92; 95%CI, 0.70-1.22). Conclusión. Los adultos mayores mexicanos con un IMC de 25 a < 30 tuvieron menor riesgo de discapacidad y mortalidad.

Objective. To examine the effect of obesity on incidence of disability and mortality among non-disabled older Mexicans at baseline. Materials and methods. The sample included 8 415 Mexicans aged ≥ 50 years from the Mexican Health and Aging Study (2001 -2012), who reported no limitations in activities of daily living (ADLs) at baseline and have complete data on all covariates. Sociodemographics, smoking status, comorbidities, ADL activities, and body mass index (BMI) were collected. Results. The lowest hazard ratio (HR) for disability was at BMI of 25 to < 30 (HR = 0.97;95% confidence interval [CI], 0.85-1.12).The lowest HR for mortality were seen among participants with BMIs 25 to < 30 (HR = 0.85; 95%CI, 075-0.97), 30 to < 35 (HR = 0.86; 95 %CI, 0.72-1.02), and > 35 (HR = 0.92; 95 %CI, 0.70-1.22). Conclusion. Mexican older adults with a BMI of 25 to < 30 were at less risk for both disability and mortality.

Objetivo. Examinar el efecto de la obesidad sobre la incidencia de discapacidad y mortalidad en adultos mayores mexicanos sin discapacidad al inicio del estudio. Material y métodos. La muestra incluyó 8 415 Mexicanos ≥ 50 años de edad del Estudio Nacional de Salud y Envejecimiento en México (2001 -2012), quienes no reportaron discapacidad en las actividades de la vida diaria en la encuesta basal y tenían información completa de todas las covariables. Resultados. La razón de riesgo más baja (HR) para discapacidad se observó con un IMC de 25 a < 30 (HR=0.97;95%CI, 0.85-1.12). La razón de riesgo más baja para mortalidad se observó con IMC de 25 a < 30 (HR = 0.85;95%CI,075-0.97),de 30 a < 35 (HR = 0.86; 95%CI, 0.72-1.02), y > 35 (HR = 0.92; 95%CI, 0.70-1.22). Conclusión. Los adultos mayores mexicanos con un IMC de 25 a < 30 tuvieron menor riesgo de discapacidad y mortalidad.

In this paper, it is pointed out that the existing general form of such fully fuzzy linear programming problems in which all the parameters are represented by such flat fuzzy numbers for which is valid only if there is not a negative sign. However, if there is a negative sign, then the existing general form of fully fuzzy linear programming problems is not valid. Thus, a new general form is proposed.

To the best of our knowledge very few methods have been proposed in previous studies for comparing intuitionistic fuzzy (IF) numbers. In this paper, the limitations and the shortcomings of all these existing methods are pointed out. In order to overcome these limitations and shortcomings a new ranking approach-by modifying an existing ranking approach-is proposed for comparing IF numbers. Thus, with the help of proposed the ranking approach, a new method is proposed to find the optimal solution of such unbalanced minimum cost flow (MCF) problems in which all the parameters are represented by IF numbers.

In previous studies, it is pointed out that in several situations it is better to use interval-valued fuzzy numbers instead of triangular or trapezoidal fuzzy numbers. But till now, there is no method that deals with the sensitivity analysis of such linear programming problems in which all the parameters are represented by interval-valued fuzzy numbers. In this paper, a new method is proposed for the sensitivity analysis. Finally, the proposed method is illustrated using a numerical example.