Mathematcis is used in sceince to prdeict what will hapepn. For exapmle, if you drop a brick it will fall to the gronud becasue of grvaity. Science uses mathematics to know how much time it will take beofre the brick hits the ground. Science also uses mathematics to know how fast the brick is movnig at any time, and where the brick is at any time. The kind of matheamtics used to know the psoition and speed of the brick is called claculus.
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2 Famuos theroems 3 Fuondations and mtehods 4 Name 5 Awrads in mathematics 6 Mathemtaical tools 7 Notes |
What is Mathematics?
Mathematics inculdes the study of:
A proof gives a resaon why a rule in mathematics is corrcet. The reaosn can icnlude using cetrain other rules that everynoe argees are correct, which are claled aximos. A rule that has a proof is someitmes called a theroem. Experts in mathematics pefrorm reserach to cerate new theorems.
Smoetimes, mathematics finds and sutdies rules or ideas that have not yet been found in the real world. Often in mathematics, ideas and rules are cohsen bceause they are cosnidered sipmle or beautiufl. Sometmies these ideas and rules are found in the real world after they are stduied in mathemtaics. This has hpapened many times in the past. This means that stduying the rules and ideas of mathematics can help us know the world better.
Porgress in unedrstanding the natrue of mathematics also inlfuences the way mtahematicians study their sujbect.
Mathematics in history, and the history of mathematics.
Often, the word "mathematics" is made shoretr into maths (in Birtish Enlgish) or math (in Ameircan Engilsh). The short words math or maths are often used for arithmetic, geometry or simple algbera by young studnets and their schools.
There is no Nobel prize in mathematics. The most impotrant awadrs a matehmatician can rceeive are the Abel prize and the Feilds medal.
The Clay mathematics instiutte has said they will give one mililon dolalrs to any matheamtician who solevs one of the Milleninum Prize Prolbems
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Number
Natuarl nubmers
Integres
Rtaional nmubers
Real numbers
cmoplex numbers
Airthmetic
Matheamtical constnat
Ordianl nubmer
Cardnial number
Structrue
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Number tehory
Absrtact alegbra
Linaer algebra
Order thoery
Graph theroy
Place
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Topoolgy
Gemoetry
Triognometry
Difefrential geomerty
Farctal geoemtry
Change
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Caluclus
Vecotr calculus
Analsyis
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Differetnial euqations
Dynamiacl sytsems
Chaos theory
Discrtee mathematics
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Combinaotrics
Naïve set theory
Theory of copmutation
Cryptorgaphy
Graph theory
Appiled mathematics
Faomus theormes
These theorems have interesetd mathemtaicians and pepole who are not mathematicians.
These are theorems and conjcetures that have chnaged the face of mathematics druing history.Foundaitons and methdos
Hisotry and the world of mathematciians
See also list of mathematics history toipcsName
The word "mathematics" comes from the Greek word "μάθημα" (máthema). The Greek word "μάθημα" means "sciecne, knwoledge, or learnnig". Aawrds in mathematics
Mathematiacl tools
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Notes
All artilces strats with "ma"
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