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'Tribunal' aims to discredit Xinjiang policy - Vimarsana News

'Tribunal' aims to discredit Xinjiang policy

China said that the so-called judgment delivered by the "Uyghur Tribunal" is nothing but a political farce staged to curb the development of the Xinjiang Uygur autonomous region and discredit China.

DA asks P12-B more to address food global challenges - Vimarsana News

DA asks P12-B more to address food global challenges

MANILA-The Department of Agriculture (DA) is seeking additional PHP12 billion, on top of the recommended PHP95-billion budget for 2022, to address surmounting food and agriculture global challenges onto the "new world". "We are entering a 'New World' -- the global scale of the 'new normal' as an offshoot of the Covid-19 pandemic -- wherein every country in the world is coping with huge challenges. These include the lingering and mutating Covid-19 (coronavirus disease 2019) pandemic, increasing prices of petrol, fertilizers and feeds, climate change, population dy...

President urges media, Ulema to guide masses on reproductive health - Vimarsana News

President urges media, Ulema to guide masses on reproductive health

ISLAMABAD: President Dr. Arif Alvi Friday emphasized the role of media and religious scholars to guide the masses on reproductive health,

The Zoo Hypothesis: Are Aliens Watching Us Like Animals in a Zoo? - Vimarsana News

The Zoo Hypothesis: Are Aliens Watching Us Like Animals in a Zoo?

Is it possible that we are not alone in the universe, but are just like animals in a zoo to the aliens who are watching us?

"BOUNDS on the CRITICAL TIMES for the GENERAL FISHER-KPP EQUATION" by Marianito R. Rodrigo - Vimarsana News

"BOUNDS on the CRITICAL TIMES for the GENERAL FISHER-KPP EQUATION" by Marianito R. Rodrigo

The Fisher-Kolmogorov-Petrovsky-Piskunov (Fisher-KPP) equation is one of the prototypical reaction-diffusion equations and is encountered in many areas, primarily in population dynamics. An important consideration for the phenomena modelled by diffusion equations is the length of the diffusive process. In this paper, three definitions of the critical time are given, and bounds are obtained by a careful construction of the upper and lower solutions. The comparison functions satisfy the nonlinear, but linearizable, partial differential equations of Fisher-KPP type. Results of the numerical simul...

Source: uow.edu.au