57961

57961 is an even composite number and the first of a sequence of seven coprime numbers, one (57961, 72497, 86461, 100541, 115269, 130157, 145215).

57961 is also a number that has been of interest to mathematicians due to its properties in number theory. Research has been conducted on its structure and any patterns that may be observable within its multiplicative order.

57961 has been used in the study of imaginary quadratic fields. Specifically, the number 57961 is related to the field Q(sqrt(-3d)), where d is a significant coefficient in the structure of this number. Studies in these imaginary quadratic fields are relevant in understanding basic mathematics concepts, particularly elliptic curves.

Additionally, 57961 has a unique prime factorization p = 7877. Factorizations of numbers help others calculate and understand certain calculations like the moduli of the number when reduced to a base. They can also give insight into the characteristics of that number.

While mathematical properties of 57961 have been extensively studied, outside of education and applied mathematics, interest in the numerical value '57961 itself is not widespread. It is considered a relatively'small to medium' sized number, not exceptionally large but also not commonly referenced.