20.500.12556/DKUM-10729 LEIBNIZ-NEWTONOVA FORMULA LEIBNIZ-NEWTON FORMULA V diplomskem delu predstavimo Leibniz-Newtonovo formulo. V prvem delu so definirani osnovni pojmi, ki jih potrebujemo za nadaljnjo razlago. V nadaljevanju so predstavljeni izreki integralskega računa. V zadnjem delu diplomskega dela je podan življenjepis obeh matematikov in zgodovinski opis odkritja Leibniz-Newtonove formule, kakor tudi razlike in podobnosti v razvoju. Zaključimo lahko, da sta Leibniz in Newton razvila pomemben matematičen rezultat, s katerim nam je omogočeno, da hitreje in enostavneje izračunamo vrednost določenega integrala. Njuno odkritje pa je pripomoglo tudi k nadaljnjim, novim rezultatom v matematiki. In Graduate thesis we present Leibniz-Newton formula. In the first part we define the basic concepts which are used for further explanation. In the further we present theorems of integral calculus. The biography of Newton and Leibniz and historical description of discovery Leibniz-Newton formula, as well as diferences and similaritys in her development are in the last part of Graduate thesis. We can conclude that Leibniz and Newton, has develop an important mathematical result, which allow us faster and simpler value of calculation of definite integrals. Their discovery in further has also assist to new results in mathematics. Matematika Leibniz-Newtonova formula nedoločeni integral določeni integral osnovni izrek analize. Mathematics Leibniz-Newton formula indefinite integral definite integral fundamental theorem of analysis. true true false [B. Polanec] Slovenski jezik Angleški jezik Diplomsko delo 2009-06-02 10:56:29 2009-06-17 13:18:32 2022-04-11 16:31:07 2022-04-17 03:10:30 2009 0 Maribor 0 0000-00-00 NiDoloceno NiDoloceno NiDoloceno 0000-00-00 0000-00-00 0000-00-00 51(043.2) 16947208 URN:SI:UM:DK:OPOXDQE1 UNI_Polanec_Brigita_2009.pdf UNI_Polanec_Brigita_2009.pdf 1 EE8A8AE6A4A48373A1B68866F12517DB 03847474fa6e1c9c7e4562f945e972b6d0ca3ba08ffab759d4e81cdbed6cd23f e99dffa4-7c02-11eb-bb7a-00155d0001ca 20.500.12556/dkum/fc242e26-7cb8-45ea-a5a0-72a74a4e9a26 https://dk.um.si/Dokument.php?lang=slv&id=8976 Fakulteta za naravoslovje in matematiko 0 0 0