Kawakawa Euthynnus affinis(Cantor,1849)is one of the commercially exploited tuna fishery resource of India.Except landing data,no other information was available on its stock status.Hence,present study investigated th...
There are many important concepts in linear algebra, such as linear correlation and linear independence, eigenvalues and eigenvectors, and so on. The article provides a graphical explanation of how to distinguish betw...
The huge atomic heterogeneity of high-entropy materials along with a possibility to unravel the behavior of individual components at the atomic scale suggests a great promise in designing new compositionally complex s...
supported by the National Natural Science Foundation of China(Nos.52025042,51621003).
A method of improving the oxidation resistance of Cantor alloy through microstructure tailoring was revealed.Samples with distinctive microstructures were achieved by different annealing treatments on the cold-rolled ...
In this paper,we study three types of Cantor sets.For any integer m≥4,we show that every real number in[0,k]is the sum of at most k m-th powers of elements in the Cantor ternary set C for some positive integer k,and ...
supported by the Natural Science Foundation of China (NSFC)(No. 51922026);the Fundamental Research Funds for the Central Universities (Nos. N2102005 and N2002005)
High entropy alloys exhibit excellent combination of mechanical properties because of the unique com-position fluctuations,termed as‘concentration wave’.The concentration wave was closely related to mul-tiple aspect...