NUMERICAL INVERSE LAPLACE TRANSFORM BASED ON BERNOULLI POLYNOMIALS OPERATIONAL MATRIX FOR SOLVING NONLINEAR DIFFERENTIAL EQUATIONS

Numerical inverse Laplace transform based on Bernoulli polynomials operational matrix for solving nonlinear differential equations

A numerical inverse Laplace transform method is established using Bernoulli polynomials operational matrix of integration.The efficiency of the method is demonstrated through some standard nonlinear differential equations: Duffing MYCO 10 MUSHROOM COMPLEX equation, Van der Pol equation, Blasius equation and jerk equation.The solution approach is to

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Reporting frequency of potentially malignant oral disorders and oral cancer: A 10-year retrospective data analysis in a teaching dental institution

Introduction: Incidence of oral potentially malignant and malignant lesions is increasing, thereby escalating the burden of cancer on our nation.Oral cancer and preceding lesions are of utmost importance for the present scenario.Various risk factors predominantly, consumption of tobacco with other synergetic products affect the oral mucosa.Registry

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The anatomical perspective of human occipital condyle in relation to the hypoglossal canal, condylar canal, and jugular foramen and its surgical significance

Background: The transcondylar approach (TCA) has gained importance in recent era which enables shorter and direct route to access the lesions ventral to the brainstem.The important step in this approach is resection of the occipital condyle (OC).The detailed knowledge of bony anatomy of OC and its relation to the hypoglossal canal SLEEP (HC), condy

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