Forwarded from اخبار و کتاب های ریاضی
ده ریاضیدان بزرگ همه تاریخ:
Pythagoras of Samos
Andrew Wiles
Isaac Newton and Wilhelm Leibniz
Leonardo Pisano Blgollo
Alan Turing
René Descartes
Euclid
G. F. Bernhard Riemann
Carl Friedrich Gauss
Leonhard Euler
@harmoniclib
Pythagoras of Samos
Andrew Wiles
Isaac Newton and Wilhelm Leibniz
Leonardo Pisano Blgollo
Alan Turing
René Descartes
Euclid
G. F. Bernhard Riemann
Carl Friedrich Gauss
Leonhard Euler
@harmoniclib
If Gauss is the Prince, Euler is the King. Living from 1707 to 1783, he is regarded as the
greatest mathematician to have ever walked this planet. It is said that all mathematical
formulas are named after the next person after Euler to discover them. In his day he was
ground breaking and on par with Einstein in genius. His primary (if that’s possible) contribution
to the field is with the introduction of mathematical notation including the concept of a
function (and how it is written as f(x)), shorthand trigonometric functions, the ‘e’ for the base of
the natural logarithm (The Euler Constant), the Greek letter Sigma for summation and the
letter ‘/i’ for imaginary units, as well as the symbol pi for the ratio of a circles circumference to
its diameter. All of which play a huge bearing on modern mathematics, from the every day to
the incredibly complex.
As well as this, he also solved the Seven Bridges of Koenigsberg problem in graph theory,
found the Euler Characteristic for connecting the number of vertices, edges and faces of an
object, and (dis)proved many well known theories, too many to list. Furthermore, he continued
to develop calculus, topology, number theory, analysis and graph theory as well as much, much
more – and ultimately he paved the way for modern mathematics and all its revelations. It is
probably no coincidence that industry and technological developments rapidly increased
around this time.
@harmoniclib
greatest mathematician to have ever walked this planet. It is said that all mathematical
formulas are named after the next person after Euler to discover them. In his day he was
ground breaking and on par with Einstein in genius. His primary (if that’s possible) contribution
to the field is with the introduction of mathematical notation including the concept of a
function (and how it is written as f(x)), shorthand trigonometric functions, the ‘e’ for the base of
the natural logarithm (The Euler Constant), the Greek letter Sigma for summation and the
letter ‘/i’ for imaginary units, as well as the symbol pi for the ratio of a circles circumference to
its diameter. All of which play a huge bearing on modern mathematics, from the every day to
the incredibly complex.
As well as this, he also solved the Seven Bridges of Koenigsberg problem in graph theory,
found the Euler Characteristic for connecting the number of vertices, edges and faces of an
object, and (dis)proved many well known theories, too many to list. Furthermore, he continued
to develop calculus, topology, number theory, analysis and graph theory as well as much, much
more – and ultimately he paved the way for modern mathematics and all its revelations. It is
probably no coincidence that industry and technological developments rapidly increased
around this time.
@harmoniclib
سریال معرفی" ده ریاضیدان بزرگ همه تاریخ" امشب قسمت آخر
لئونارد اویلر
☝️☝️☝️☝️☝️☝️☝️☝️☝️☝️☝️☝️☝️
@harmoniclib
لئونارد اویلر
☝️☝️☝️☝️☝️☝️☝️☝️☝️☝️☝️☝️☝️
@harmoniclib
دکتر جعفر زعفرانی که با نحوه تدریس شگفت انگیزش در آنالیز و توپولوژی دانشجویان بسیاری را به این زمینه ها علاقه مند ساخت.
@harmoniclib
@harmoniclib
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Volberg-Singular integrals and geometric measure theory
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