Communications in Contemporary Mathematics was created in 1999.
Customary boundaries flanked by an assortment of concentrated fields of mathematics are flattering fewer noticeable. Thoughts and techniques from physics have brought most important improvements to mathematics. To reproduce such a tendency in mathematical science, Communications in Contemporary Mathematics aims to converse the investigate in the fields of Algebra, Psychoanalysis, Applied Mathematics, Dynamical Classification, Geometry, Mathematical Physics, Number Hypothesis fractional Differential Equations, and Topology in the middle of others.
Contemporary mathematics refers to mathematics in general application and can be used anytime, anywhere and regardless of who uses it. In general, business mathematics and mathematics of investment may be well classified under this category.
James E. Deitz has written: 'Contemporary business mathematics for colleges 12E' -- subject(s): Business mathematics 'Contemporary business mathematics for colleges' -- subject(s): Business mathematics
Robert A. Brechner has written: 'Contemporary mathematics for business and consumers' -- subject(s): Problems, exercises, Business mathematics 'Contemporary mathematics for business and consumers' -- subject(s): Business mathematics, Problems, exercises, Problems, exercises, etc
Clear Communications was created in 1991.
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Communications of the ACM was created in 1957.
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