Month: February 2023

Traditions and Cultural Heritage: Genesis, Reproduction, and Preservation

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The contributions assembled in this volume are the products of an intensive graduate seminar with a strong and practical focus on writing. Methodologies discourses and advices, useful as they can be have limited practical impacts. One learns how to write by writing, over and over again. Accordingly, as the seminar name “Writing Anthropology” suggests was […]

Learning Manual on Basic Concepts of Ceramics in Dentistry

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Dental Ceramics are one of the most commonly used material in dentistry. This book deals with history, development of ceramics in dentistry. It provides basic information on classification, various types and their method of bonding with various metal substructure. This book also deals with separate chapter on laboratory procedures involved in fabrication of metal ceramic […]

Glucopuncture: A Clinical Guide to Regional Glucose 5% Injections

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Glucopuncture (GP) is a treatment modality with an interesting risk-benefit ratio. GP is defined as the clinical application of isotonic sugar water (ISW) injections such as glucose 5% or dextrose 5%. Other products such as local anesthetics or steroids are not added. Each session, multiple injections are applied into soft tissues such as dermis, muscles […]

Diagnostic and Treatment Advances in COVID-19 and SARS-CoV-2

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The ongoing severe acute respiratory syndrome coronavirus-2 (SARS-CoV-2) pandemic has been a formidable global challenge. As yet, there are very few drugs to treat this infection and no vaccine is currently available. It has gradually become apparant that coronavirus disease 2019 (COVID-19) is not a simple disease involving a single organ; rather, many vital organs […]

A Brief Account on Special Trilinear Functions and their Applications

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Based on prior works on distinctive bilinear functions (SBF), we present their use in evaluating Chebyshev polynomials show the beauty of the SBF method. Then, as a generalisation of SBF, we define distinctive trilinear functions (STF) of three n-tuples vectors. Finally, any applications are likely, such as communicable the product of three polynomials of quality […]

Diving into Linux Malware: A Review

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Since any decades ago, malicious programs for Windows-located operating systems have happened a problem for the security manufacturing around the globe. The proliferation of embedded science and the Internet of Things, however, has extended dramatically along with concerning details advancement, that has caused a rapid shift in the malware atmosphere. Embedded devices function on a […]

Edge-Domsaturation Number of a Graph: A Mathematical Approach

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The edge-domsaturation number ds’ (G) of a diagram G=(V,E) is the least natural number k such that each edge of G lies in an edge controlling set of cardinality k. In this paper, we characterize unicyclic graphs G with ds’ (G)=q-Δ’ (G) and inspect well-edge dominated graphs. We further delimit λ’-critical, λ’+-detracting, ds’-critical, ds’-fault-finding edges […]

On Strong and Weak Transcendental Numbers

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The idea of complex numbers is intimately had connection with the Fundamental Theorem of Algebra and is at the very endowment of mathematical reasoning. There are very sound reasons to want to evolve a brimming understanding of complex algebra. However, the task has happened far from being straightforward. Nevertheless, skilled has happened some (although arguably […]

Obtaining Concise Formulae on Bernoulli Polynomials-Numbers and Sums of Powers-Faulhaber Problems

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Utilizing the rewording operator exp (aμz) to show Bernoulli polynomials Bm(z) and power sums Sm(z,n) as polynomials of Appell-type , we acquire concisely principal part their known properties as so as many new one, especially very plain symbolic formulae for canny Bernoulli numbers and polynomials, power sums of whole and complex numbers. Then by the […]