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35. Fatir/Creator

35. Fatir/Creator

I/We begin by the Blessed Name of Allah

The Immensely Merciful to all, The Infinitely Compassionate to everyone.

35:01
a. The Praise and Gratitude is for Allah – The One and Only God of everyone and everything,
- Creator of the celestial realm and the terrestrial world without any precedent,
- The Appointer of the angels as message-bearers, with two and three and four pairs of
wings.
b. HE increases creation as and what HE Wills.
c. Indeed, Allah Manifests Sovereignty over all existence.

35:02
a. Whatever mercy and good fortune Allah may open up for a people, no one can or is able to hold it back, and
b. whatever of these HE may hold back, there is not one, who can or is able to give it after HIM deciding not to give,
c. for HE is The Almighty, The Wise.

35:03
a. O The People of the World!
b. Remember Allah’s blessings and favors upon you -
c. Is there any creator, other than Allah, who can provide for you sources of sustenance from the sky and the earth?
d. No. There can never be one!
e. There is no entity of worship –and can never be - apart from HIM.
f. How, then, can you be so self-deceiving?

35:04
a. And if they belie and deny you, O The Prophet, know that Messengers before you were
also belied and denied.
b. And ultimately all matters are to be referred to Allah for resolution.

35:05
a. O The People of the World!
b. Indeed, Allah’s Promise about the Hereafter is true,
c. therefore, do not be seduced by the worldly life,

جانوروں کے مسائل و مشکلات اور ان کا اسلامی حل

There are countless cases of cruelty and abuse of animals in the present era which are not mentioned in Islamic law, It is a pity that most of these atrocities are taking place in the so-called civilized western countries. However, it is heartening to see that the protest against the cruel exploitation by many western animal rights activists is well organized and it is hoped that this will eventually prevail and the animals will be given their due legitimate rights will remain together. What is worrying is that the developing countries, most of which are Islamic countries, have begun to follow their Western masters. They use the West's (Intensive Farming Methods) pesticides, which are harmful to humans and animals and do more harm to the environment than benefit crops, and lead to millions of animals being traded, exported or Similarly, the experiments that are done with reference to new products that are behind the maximum profit and follow them in the form of other similar luxuries. This article describes instructional teachings offered by Islam in such matters, which are very helpful and useful in raising awareness.

Transmission Dynamics and Mathematical Analysis of the Infectious Diseases

Mathematical modeling has proved to be an essential tool for the development of control strategies and distinguishing the determinants of dynamics of the disease. A key determinant of a given potential of a model to help with such measurements is the availability of data to parameterize the model. For developing countries in particular, data are often scarce and difficult to collect. It is therefore important to understand the types of data needed for a successful modeling project. Infectious diseases are a persistent problem worldwide, potentially threatening all those who get in touch with them. This thesis attempts to improve our understanding of infectious diseases by develop mathematical models for cellular dynamics of human infectious diseases. This was achieved through the investigation of interaction between infectious agents and cells of humoral and cell-mediated immune response. In this thesis, we look at different types of models such as measles, HIV , dengue, SIR and diabetes. Sensitivity analysis of these models are provided by threshold and number of reproductions (i.e reproductive number), as well as analyzed qualitatively and also check the stability analysis of these models. A nonlinear mathematical model is used to study and evaluate the dynamics of measles, HIV, diabetic dengue and its impact on public health in the community. we developed a non-standard finite difference scheme by applying the Micken approach f(h) = h+O(h2) instead of h to control the spread of bad impact of diseases in society, which is dynamically consistent, easy to implement, converges unconditionally and shows a good agreement to control the harmful effects of diseases in our population that are causes of death. Numerical simulations are also established to explore the effect of system parameters on the propagation of the disease. In this thesis we propose a fractional order model to describe the dynamics of human immunodeficiency virus (HIV) infection. A nonlinear time fractional model is used in order to understand the outbreaks of this epidemic diseases. Verify the non-negative unique solution of the developed fractional order models. The Caputo fractional derivative operator of order ae(0;1] is employed to obtain the fractional differential equations. Laplace adomian decomposition method has been employed to solve these fractional order models. Finally, some numerical results presented show the effect of the fractional parameters a and f on our solutions obtained.Finally, some numerical results presented show the effect of the fractional parameters a and f on our solutions obtained. The LADM is applied to give an approximate solution of nonlinear fractional ordinary differential equation system of models with different fractional values.
Asian Research Index Whatsapp Chanel
Asian Research Index Whatsapp Chanel

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