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Outline of arithmetic: Difference between revisions

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What a pathetic article. Who wrote this? A chimp? See also
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== Modern arithmetic ==
== Modern arithmetic ==


[[Riemann zeta function]], [[L functions]], [[prime number theorem]], [[distribution of primes]]
[[Riemann zeta function]], [[L-functions]], [[prime number theorem]], [[distribution of primes]], [[multiplicative functions]], [[modular forms]]


== See also ==
== See also ==

Revision as of 05:15, 22 March 2009

For a more comprehensive list, see the List of arithmetic topics.

Arithmetic is the oldest and simplest branch of mathematics, used by almost everyone. Its tasks range from the simple act of counting to advanced science and business calculations. The traditional arithmetic operations are addition, subtraction, multiplication and division, although more advanced operations such as percentages, square root, exponentiation, and logarithmic functions are also a part of this subject. (Note: number theory is sometimes referred to as "higher arithmetic", but this term should not be confused with "arithmetic"). The following outline is provided as an overview of and introduction to arithmetic:

Essence of arithmetic

Elementary arithmetic

History of arithmetic

Basic arithmetic concepts

AdditionAdditive inverseAssociative propertyCircumferenceCombinationsCommon denominatorCommon factorsCommon multiplesCommutative propertyComposite numberCube rootDecimal arithmeticDecimal fractionDecimal pointDistributive propertyDivisionEven numberExponentFactorFactoringFractionFundamental Theorem of ArithmeticGreatest common factorImproper fractionIntegerIrrational numberLeast common multipleLowest common denominatorMeanMedianModeMultiplesMultiplicative inverseMultiplicationNatural numberNegative numberNumeralOdd numberOperationOrder of operationsPercentagePermutationsPlace valuePositive numberPowerPrime numberProper fractionProportionQuotientRatioRational numberReal numberReciprocalRoundingScientific notationSquare rootSubtractionSumVulgar fractionWeighted mean

Modern arithmetic

Riemann zeta function, L-functions, prime number theorem, distribution of primes, multiplicative functions, modular forms

See also