Vol 10 Issue 1 April 2022-September 2022

Abstract: In this study, a SEIR  mathematical model incoporating stigmatization and vaccination is developed to asses the effect of stigma on vaccination and transmission dynamics of COVID-19. Unlike several earlier model studies on this condition, we took into account the impact of stigma on vaccination and transmission on COVID-19. The disease free equilibrium is calculated and its stability proven using the jacobian method, The endemic equilibrium is also evaluated and stablity proven by Hurwitz criteria. The parameters are estimated using available data from the ministry of health and available lierature review. Finally numerical analysis validate the prediction of the model.

Keywords: COVID-19 spread dynamics, mathematical modelling, vaccination.

Title: Mathematical Modelling of the Impact of stigmatization on Vaccination and on the Spread of COVID -19 in Kenya

Author: Sharon Chebet,  George Kimathi, Mary Wainaina

International Journal of Mathematics and Physical Sciences Research  

ISSN 2348-5736 (Online)

Vol. 10, Issue 1, April 2022 - September 2022

Page No: 68-81

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Published Date: 26-September-2022

Abstract: The structure of the Whole is briefly described and is what TOTALITARIAN THEORY brings. There is a one-dimensional, two-dimensional and three-dimensional world of real dimensions. Behind them there are the imaginary space, but there are also the dimensions of time, real and imaginary. Simple motion determines the time Dt, which is the same in all three dimensions of a movement.

While space has three dimensions with the corresponding imaginary ones, time, as defined, has the three dimensions with the corresponding imaginary ones belonging to the goddess and so many others that belong to the ultimate reality. It is the world of 18 dimensions.

Finally, it remains to create the world of 24 dimensions, which will have in addition to the dimensions of the time of the goddess and which will have a distant zero and another six that will belong to the man who will become a creator

Keywords: Totalitarian Theory, real dimensions.

Title: A VIEW OF THE WHOLE THAT ECHOES THE TOTAL THEORY

Author: ALEKOS CHARALAMBOPOULOS

International Journal of Mathematics and Physical Sciences Research  

ISSN 2348-5736 (Online)

Vol. 10, Issue 1, April 2022 - September 2022

Page No: 59-67

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Published Date: 12-September-2022

Abstract: This paper studies the fractional differential problems of two types of fractional analytic functions based on Jumarie’s modified Riemann-Liouville (R-L) fractional derivative. Any order fractional derivatives of these two types of fractional analytic functions can be obtained by using fractional Euler’s formula, fractional DeMoivre’s formula, and fractional Fourier series method. A new multiplication of fractional analytic functions plays an important role in this paper. In fact, our results are generalizations of the results of classical calculus. On the other hand, two examples are provided to illustrate our results. 

Keywords: fractional differential problems, fractional analytic functions, Jumarie’s modified R-L fractional derivative, fractional Euler’s formula, fractional DeMoivre’s formula, fractional Fourier series, new multiplication.

Title: A Study of Some Fractional Differential Problems

Author: Chii-Huei Yu

International Journal of Mathematics and Physical Sciences Research  

ISSN 2348-5736 (Online)

Vol. 10, Issue 1, April 2022 - September 2022

Page No: 52-58

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Published Date: 09-September-2022

Abstract: Schistosomiasis remains one of the major health problems in tropical and subtropical countries with school aged children usually the most affected. Urinary schistosomiasis is endemic in Wasai, a town located near Wasai dam in Minjibir Local Government area of Kano state. Different types of water contact activities takes place in the water body which have different snail intermediate hosts attached to water hyacinth. A nonlinear model that analyzed the pattern of transmission of urinary schistosomiasis for children from Wasai and Dingim towns and snails in Jakara dam with a single dose treatment with Praziquantel was designed. Picard Lindelof theorem was used to show the existence of a unique solution to the system. The disease free equilibrium was found to be locally asymptotically stable and due to the nonautonomous nature of the system, Floquet theory was applied to obtain the basic reproduction number. These results have been illustrated by numerically simulating the model with estimated parameter values, and sensitivity analysis was carried out.

Keywords: Asymptotic, Basic reproduction number, Mathematical modeling, Re-infection, Schistosomiasis, Treatment.

Title: A Mathematical Model for the Transmission Dynamics of Schistosomiasis with Treatment

Author: Rabi S Duwa, Salihu U. Suraj

International Journal of Mathematics and Physical Sciences Research  

ISSN 2348-5736 (Online)

Vol. 10, Issue 1, April 2022 - September 2022

Page No: 45-51

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Published Date: 31-August-2022

Abstract: This work proposes an efficient numerical model based on the Computational Fluid Dynamics (CFD) approach to get the flow structure around a car with a distinct height of Spoiler. The main target of the project is to show such aspects using a CFD packages. Our project is to investigate the aerodynamics characteristics of a car with rear spoiler and without rear spoiler and investigate the suitable height of the rear spoiler. Four totally different velocities are chosen for this analysis. It's found that the installation of a spoiler at the height of 371mm upper surface of the vehicle trunk. At this position, the total drag coefficient reduction of 26%

Keywords: CFD, spoiler, downforce, drag, vehicle trunk, drag reduction.

Title: Using CFD Analysis to Investigate the Appropriate Height of the Rear Spoiler on a Car

Author: Mahmoud Ibrahim Youssef

International Journal of Mathematics and Physical Sciences Research  

ISSN 2348-5736 (Online)

Vol. 10, Issue 1, April 2022 - September 2022

Page No: 38-44

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Published Date: 30-August-2022

Abstract: Sociophysics reveals that non-physical things of society can be understood and explained by the laws of physics. Health of people is one of the main parameters that decide the development of a country. Vegetables are the main and clean source of nutrition to nurture the human body and mind. Vegetables provide multivitamins and minerals that are essential for the health of human beings and have manifold health benefits. Wavelet transforms is a powerful and computational efficient tool which has wide applications in field of data analysis and signal processing. We have taken health and vegetable data of India from Jan. 2013 to Aug. 2021 as raw data. Wavelet transforms of this data is performed by software dyadwaves using Haar wavelet, decomposition level-5. In first level of decomposition, the data is decomposed into approximation and wavelet coefficients. The approximation represents average behaviour and detail represents differential behaviour of the data. Approximation is the slowest part of data which describes trend of the data. In each further level of decomposition, the approximation is further decomposed into next level approximation and detail. It has been found that wavelet analytical results are strongly consistent with statistical analytical results.

Keywords: Approximation, detail, health, vegetables, wavelet.

Title: Spectral analysis of health and vegetables index using discrete wavelet transforms

Author: Prof. Anil Kumar

International Journal of Mathematics and Physical Sciences Research  

ISSN 2348-5736 (Online)

Vol. 10, Issue 1, April 2022 - September 2022

Page No: 32-37

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Published Date: 16-June-2022

Abstract: Ten heavy metals (As, Bo, Cd, Cr, Cu, Fe, Mn, Ni, Pb, Zn) were assessed in   Ulasi river, Okija.  Three sample stations that include ; station A. Ubahuabuba, station B. below bridge along Okija-Nnewi road, station C. Onitsha – Owerri road were analysed. The result was obtained using ANOVA statistical analysis and there was significant difference of 0.05%. The results obtained  also revealed that the mean concentrations of the metals ranged from Arsenic  0.012 to 0.19mg/l, Bo 0.057 to 00.77mg/l, Cadmium 0.008 to 0.035mg/l, Chromium 0.028 to 0.039mg/l, Lead 0.017 to 0.029mg/l, Manganese 0.046 to 0.070, Fe 0.056 to 0.076mg/l , Cu 0.037 to 0.068mg/l , Zn 0.050 to 0.112mg/l and Nickel 0.039 to 0.076mg/l with Arsenic , Cadmium , Lead , Nickel were in excess when compared with the WHO (2017) guidelines for drinking water ,whereas the other metals analysed were within the recommended limit . The Ulasi water is therefore unfit for drinking except after adequate treatment. 

Keywords: Heavy Metal, Water, Ulasi River, Contamination and WHO guidelines.

Title: ASSESSMENT OF HEAVY METALS IN WATER FROM ULASI RIVER, OKIJA, ANAMBRA STATE

Author: Ubaka, K.G., Ogah,  J.O.,  Amadi-Eke, A.S., Ojukannaiye, A.S.,  Ogbuagu, K. A.

International Journal of Mathematics and Physical Sciences Research  

ISSN 2348-5736 (Online)

Vol. 10, Issue 1, April 2022 - September 2022

Page No: 26-31

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Published Date: 24-May-2022

Abstract: With the correct mathematics, it turns out that scientifically Ohm's law is not correct and the capacity and resistance of the coil proportional to the square of the charge and the change of current respectively. A new theory of electricity is created.

By overturning the explanation given by Edison to the emission of electrons from the incandescent lamp, we are changing physics, since we no longer accept electrons and protons. In their place there are two bubbles of sparse ether, proposed by my cosmic theory THE IODION. They are electrical bodies opposite (electric charge opposite), they roam circularly and create electric current I = ef.  Charges and currents are attracted and comes the new theory of the atom, partially different at low pressure of the element gas with it in one atmosphere. And the unit system is differentiated.

It is proved by unshakeable mathematics, that when one body is attracted to another and rotates circularly around the other, then the force, the attraction, is inverse of the square of their radius. This overturns the established theory of the solar system! And the earth is light if we correct the Cavedish's mistake, and in its core it has a plasma surrounded by dense gases

Keywords: changing physics, incandescent lamp, electrical bodies, solar system!.

Title: THE NEW PHYSICS

Author: ALEKOS CHARALAMPOPOULOS

International Journal of Mathematics and Physical Sciences Research  

ISSN 2348-5736 (Online)

Vol. 10, Issue 1, April 2022 - September 2022

Page No: 19-25

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Published Date: 24-May-2022

Abstract: In this paper, the fractional integration problem of fractional rational functions is studied based on Jumarie’s modified Riemann-Liouville (R-L) fractional calculus and a new multiplication of fractional analytic functions. The main methods we used are the chain rule for fractional derivatives and the partial fraction method. On the other hand, we give some examples to illustrate how to calculate fractional integrals of some fractional rational functions. In fact, these results are extensions of the results in traditional calculus.

Keywords: Fractional rational functions, Jumarie’s modified R-L fractional calculus, New multiplication, Fractional analytic functions, Chain rule, Partial fraction method.

Title: Evaluating the Fractional Integrals of Some Fractional Rational Functions

Author: Chii-Huei Yu

International Journal of Mathematics and Physical Sciences Research  

ISSN 2348-5736 (Online)

Vol. 10, Issue 1, April 2022 - September 2022

Page No: 14-18

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Published Date: 23-May-2022

Retraction Notice
Title of paper: Risk Assessment of Genotoxic Impurities in Drug Substances
Author Name: Santosh Kumar Amarbahadur Singh
Retraction Reason: Publishing terms violation (Plagiarism found in Paper)
Date of Retraction: 1 April 2024
Other details of paper: International Journal of Mathematics and Physical Sciences Research ISSN 2348-5736 (Online), Vol. 10, Issue 1, pp: (6-13), Month: April 2022 - September 2022

Abstract: The nanochemical prefix was given to nanochemical engineering when scientists observed the odd changes on materials, chemical combination when they were in nanometer-scale size& nanochemical reaction. Several chemical modifications on nanometer scaled structures, approves effects of being size depend on their reaction.

Nanochemical engineering can be characterized by concepts of size, shape, self-assembly, defects and chemical nano –chemical composition; so the synthesis of any new nanochemical-construct is associated with all these concepts. Nanochemical-construct synthesis is dependent on how the surface, size and shape will lead to self-assembly of the building blocks into the functional structures; they probably have functional defects and might be useful for chemical engineering, environmental engineering. Mechatronics engineering, electronic, photonic, biomedical application or bioanalytical problems, biophysics.

Keywords: nanochemical engineering, chemical engineering, materials, chemical combination.

Title: What is Nanochemical Engineering & its Application

Author: Shantanu Kumar Sahu, Chinmaya Kumar Sahu

International Journal of Mathematics and Physical Sciences Research  

ISSN 2348-5736 (Online)

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