An Introduction to the Theory of Numbers was first published in 1938, and is still in print, with the latest edition being the 6th (2008). It uses sine (jya), cosine (kojya or "perpendicular sine") and inverse sine (otkram jya) for the first time, and also contains the earliest use of the tangent and secant.

Later Indian mathematicians such as Aryabhata made references to this text, while later Arabic and Latin translations were very influential in Europe and the Middle East. Saunders Mac Lane, one of the founders of category theory, wrote this exposition to bring categories to the masses. As a basis for a successful response, broader public health approaches, such as providing outreach and low-threshold services and enabling environments, can reduce access barriers and thus reduce vulnerability to overdose, while empowering drug users to protect themselves may create an environment in which overdoses are less likely.
Originating with an essay entitled Dimensional Analogy written in 1923, the first edition of the book took Coxeter 24 years to complete. ′

Brahmagupta's Brāhmasphuṭasiddhānta is the first book that mentions zero as a number, hence Brahmagupta is considered the first to formulate the concept of zero.

Perhaps the most influential scientific book ever published, it contains the statement of Newton's laws of motion forming the foundation of classical mechanics as well as his law of universal gravitation, and derives Kepler's laws for the motion of the planets (which were first obtained empirically). Source: The Scottish Government Description: Local authorities have a responsibility to provide support, security and accommodation to certain children and young people.
Economies facing chronic fragility and conflict have had poverty rates stuck at over 40 percent in the past decade, while countries that have escaped FCS have cut their poverty rates by more than half. The first incompleteness theorem states: For any formal system such that (1) it is The paper consists primarily of definitions, heuristic arguments, sketches of proofs, and the application of powerful analytic methods; all of these have become essential concepts and tools of modern analytic number theory. Provided the first fully worked out treatment of abstract homological algebra, unifying previously disparate presentations of homology and cohomology for associative algebras, Lie algebras, and groups into a single theory. Problems with several unknowns, solved by a principle similar to Gaussian elimination. Below, we introduce some of the most important strategies used by countries in overdose prevention.

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