Series-2 (Jul. – Aug. 2024)Jul. – Aug. 2024 Issue Statistics
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Paper Type | : | Research Paper |
Title | : | Solving The Goldbach's Problem |
Country | : | |
Authors | : | Vadim N. Romanov |
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: | 10.9790/0661-2004020105 ![]() |
Abstract : The paper proposes a method for proving the Goldbach's binary conjecture, based on the properties of representations of even numbers and the rules of formal logic. The paper proves that an even number, in the representation of which there are no pairs of prime conjugate numbers, is identical to a number that does not exist. The connection between the Goldbach's conjecture and the Legendre hypothesis is considered..
Key words: number theory, prime numbers, Goldbach's binary conjecture. Classification code: 11A41 – Primes; 11D85 – Representation problems
[1]
Deshouillers J.–M., Riele H.J.J.Te., Sauoter Y. New Experimental Results Concerning The Goldbach Conjecture. Amsterdam: Stichting Math. Centrum, 1998.
[2]
Granville A., Lune J. Van De., Riele H.J.J.Te. Checking The Goldbach Conjecture On A Vector Computer. Amsterdam: Stichting Math. Centrum, 1988.
[3]
Jutila M. On The Least Golbach's Number In An Arithmetical Progression With A Prime Difference. Turku, 1968.
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Abstract :Mathematical and statistical models are used to model pandemics, providing information about disease dissemination and aiding in policy planning. Logistic growth models are best for predicting pandemic trajectory and infection size, with a peak time arising from control efforts. This study utilized secondary sources to gather and analyze data. Mathematical models have been applied in various fields, including psychology, economics, education, and humanities, to control the spread of epidemics and predict their consequences. The COVID-19 pandemic has led to the use of logistic growth models for predicting outcomes......
Key words: Logistic Model, Mathematical Models, Pandemic, Epidemiology
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Paper Type | : | Research Paper |
Title | : | Explanation of numerical change(in energy etc) by new algebra |
Country | : | India |
Authors | : | Souravlal Singha |
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: | 10.9790/0661-20040214 ![]() |
Abstract : Numerical change in energy will be explained through new algebra. Introduction: we will try to give a new explanation of numerical change in energy etc. Main body:Suppose static energy of body a is 90 calories. Now.....
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