SlideShare a Scribd company logo
1 of 27
 In 18th century mathematics is already a
modern science
 Mathematics begins to develop very fast
because of introducing it to schools
 Therefore everyone have a chance to learn
the basic learnings of mathematics
 Thanks to that, large number of new
mathematicians appear on stage
 There are many new ideas, solutions to old
mathematical problems,researches which
lead to creating new fields of mathematics.
 Old fields of mathematics are also
expanding.
 He was a Swiss mathematician.
 Johann Bernoulli made the biggest influence on
Leonhard.
 1727 he went to St Petersburg where he worked in
the mathematics department and became in 1731
the head of this department.
 1741 went in Berlin and worked in Berlin Academy
for 25 years and after that he returned in St
Ptersburg where he spent the rest of his life..
 Euler worked in almost all areas of mathematics: geometry,
calculus, trigonometry, algebra,applied mathematics,
graph theory and number theory, as well as , lunar theory,
optics and other areas of physics.
 Concept of a function as we use today was introduced by
him;he was the first mathematician to write f(x) to denote
function
 He also introduced the modern notation for the
trigonometric functions, the letter e for the base of the
natural logarithm (now also known as Euler’s number), the
Greek letter Σ for summations and the letter i to denote the
imaginary unit
 There aren't many subjects that Newton didn't have a
huge impact in — he was one of the inventors of
calculus, built the first reflecting telescope and helped
establish the field of classical mechanics with his
seminal work, "Philosophiæ Naturalis Principia
Mathematica."
 He was the first to decompose white light into its
component colors and gave us the three laws of
motion, now known as Newton's laws.
 We would live in a very different world had Sir Isaac
Newton not been born.
 Other scientists would probably have worked out most
of his ideas eventually, but there is no telling how long
it would have taken and how far behind we might have
fallen from our current technological trajectory.
 Isaac Newton is a hard act to follow, but if anyone can
pull it off, it's Carl Gauss.
 If Newton is considered the greatest scientist of all
time, Gauss could easily be called the greatest
mathematician ever.
 Carl Friedrich Gauss was born to a poor family in
Germany in 1777 and quickly showed himself to be a
brilliant mathematician.
 You can find his influence throughout algebra,
statistics, geometry, optics, astronomy and many other
subjects that underlie our modern world.
 He published "Arithmetical Investigations," a
foundational textbook that laid out the tenets of
number theory (the study of whole numbers).
 Without number theory, you could kiss computers
goodbye.
 Computers operate, on a the most basic level, using
just two digits — 1 and 0, and many of the
advancements that we've made in using computers to
solve problems are solved using number theory.
 John von Neumann was born in Budapest a few years
after the start of the 20th century, a well-timed birth
for all of us, for he went on to design the architecture
underlying nearly every single computer built on the
planet today.
 Von Neumann received his Ph.D in mathematics at
the age of 22 while also earning a degree in chemical
engineering to appease his father, who was keen on his
son having a good marketable skill.
 In 1930, he went to work at Princeton University with
Albert Einstein at the Institute of Advanced Study.
 Right now, whatever device or computer that you are
reading this on, be it phone or computer, is cycling
through a series of basic steps billions of times over each
second; steps that allow it to do things like render
Internet articles and play videos and music, steps that
were first thought up by John von Neumann.
 Before his death in 1957, von Neumann made important
discoveries in set theory, geometry, quantum mechanics,
game theory, statistics, computer science and was a vital
member of the Manhattan Project.
 Alan Turing a British mathematician who has been call the
father of computer science.
 During World War II, Turing bent his brain to the problem
of breaking Nazi crypto-code and was the one to finally
unravel messages protected by the infamous Enigma
machine.
 Alan Turing's career and life ended tragically when he was
arrested and prosecuted for being gay.
 He was found guilty and sentenced to undergo hormone
treatment to reduce his libido, losing his security clearance
as well. On June, 8, 1954, Alan Turing was found dead of
apparent suicide by his cleaning lady.

 Alan Turing was instrumental in the development of
the modern day computer.
 His design for a so-called "Turing machine" remains
central to how computers operate today.
 The "Turing test" is an exercise in artificial intelligence
that tests how well an AI program operates; a program
passes the
 Turing test if it can have a text chat conversation with
a human and fool that person into thinking that it too
is a person.
 Mandelbrot was born in Poland in 1924 and had to flee
to France with his family in 1936 to avoid Nazi
persecution.
 After studying in Paris, he moved to the U.S. where he
found a home as an IBM Fellow.
 Working at IBM meant that he had access to cutting-
edge technology, which allowed him to apply the
number-crunching abilities of electrical computer to
his projects and problems.
 Benoit Mandelbrot died of pancreatic cancer in 2010.
 Benoit Mandelbrot landed on this list thanks to his
discovery of fractal geometry.
 Fractals, often-fantastical and complex shapes built on
simple, self-replicable formulas, are fundamental to
computer graphics and animation.
 Without fractals, it's safe to say that we would be
decades behind where we are now in the field of
computer-generated images.
 Fractal formulas are also used to design cellphone
antennas and computer chips, which takes advantage of
the fractal's natural ability to minimize wasted space.
•The modern world would not exist without
maths
•With maths you can tell the future and save
lives
•Maths lies at the heart of art and music
•Maths is a subject full of mystery, surprise
and magic
Linear algebra, graph theory, SVDGoogle:
Error correcting codes: Galois theory
Internet: Network theory
Security: Fermat, RSA
Mathematicians really have made the modern world possible
Medical imaging: Radon Transform
Communications: FFT, Shannon
Medical Statistics: Nightingale
MatheMatics and Modern World
MatheMatics and Modern World

More Related Content

What's hot

Application of mathematics in daily life
Application of mathematics in daily lifeApplication of mathematics in daily life
Application of mathematics in daily lifeFazle Rabbi Ador
 
Role of mathematics in modern Technology.pptx
Role of mathematics in modern Technology.pptxRole of mathematics in modern Technology.pptx
Role of mathematics in modern Technology.pptxLearnMathematicsWith
 
Egyptian mathematics
Egyptian mathematicsEgyptian mathematics
Egyptian mathematicsMabdulhady
 
Lesson 1.2 the set of real numbers
Lesson 1.2   the set of real numbersLesson 1.2   the set of real numbers
Lesson 1.2 the set of real numbersJohnnyBallecer
 
The Role of Mathematics In Human Daily Life
The Role of Mathematics In Human Daily LifeThe Role of Mathematics In Human Daily Life
The Role of Mathematics In Human Daily LifeAnna Osmanay
 
Historical events in geometry
Historical events in geometryHistorical events in geometry
Historical events in geometrySrishti Garg
 
Fibonacci sequence
Fibonacci sequenceFibonacci sequence
Fibonacci sequencelmrio
 
Mathematics in Ancient Greece
Mathematics in Ancient GreeceMathematics in Ancient Greece
Mathematics in Ancient GreeceSugarShyneOtaza
 
A brief history of mathematics
A brief history of mathematicsA brief history of mathematics
A brief history of mathematicsAlicia Jane
 
The teaching of mathematics
The teaching of mathematicsThe teaching of mathematics
The teaching of mathematicsSFYC
 
HISTORY OF MATHEMATICS SLIDE PRESENTATION;Resmi
HISTORY OF MATHEMATICS SLIDE PRESENTATION;ResmiHISTORY OF MATHEMATICS SLIDE PRESENTATION;Resmi
HISTORY OF MATHEMATICS SLIDE PRESENTATION;ResmiResmi Nair
 
Dm2021 binary operations
Dm2021 binary operationsDm2021 binary operations
Dm2021 binary operationsRobert Geofroy
 
Chapter 1 Mathematics in our World.pdf
Chapter 1 Mathematics in our World.pdfChapter 1 Mathematics in our World.pdf
Chapter 1 Mathematics in our World.pdfRaRaRamirez
 

What's hot (20)

Application of mathematics in daily life
Application of mathematics in daily lifeApplication of mathematics in daily life
Application of mathematics in daily life
 
Role of mathematics in modern Technology.pptx
Role of mathematics in modern Technology.pptxRole of mathematics in modern Technology.pptx
Role of mathematics in modern Technology.pptx
 
Egyptian mathematics
Egyptian mathematicsEgyptian mathematics
Egyptian mathematics
 
Lesson 1.2 the set of real numbers
Lesson 1.2   the set of real numbersLesson 1.2   the set of real numbers
Lesson 1.2 the set of real numbers
 
The Role of Mathematics In Human Daily Life
The Role of Mathematics In Human Daily LifeThe Role of Mathematics In Human Daily Life
The Role of Mathematics In Human Daily Life
 
Historical events in geometry
Historical events in geometryHistorical events in geometry
Historical events in geometry
 
K to 12 math curriculum
K to 12 math curriculumK to 12 math curriculum
K to 12 math curriculum
 
Fibonacci sequence
Fibonacci sequenceFibonacci sequence
Fibonacci sequence
 
Mathematics in Ancient Greece
Mathematics in Ancient GreeceMathematics in Ancient Greece
Mathematics in Ancient Greece
 
A brief history of mathematics
A brief history of mathematicsA brief history of mathematics
A brief history of mathematics
 
The teaching of mathematics
The teaching of mathematicsThe teaching of mathematics
The teaching of mathematics
 
HISTORY OF MATHEMATICS SLIDE PRESENTATION;Resmi
HISTORY OF MATHEMATICS SLIDE PRESENTATION;ResmiHISTORY OF MATHEMATICS SLIDE PRESENTATION;Resmi
HISTORY OF MATHEMATICS SLIDE PRESENTATION;Resmi
 
Egyptian Mathematics
Egyptian MathematicsEgyptian Mathematics
Egyptian Mathematics
 
Dm2021 binary operations
Dm2021 binary operationsDm2021 binary operations
Dm2021 binary operations
 
Binary operations
 Binary operations Binary operations
Binary operations
 
Integer Lesson Plan
Integer Lesson Plan Integer Lesson Plan
Integer Lesson Plan
 
Chapter 1 Mathematics in our World.pdf
Chapter 1 Mathematics in our World.pdfChapter 1 Mathematics in our World.pdf
Chapter 1 Mathematics in our World.pdf
 
Ancient Chinese Mathematics
Ancient Chinese MathematicsAncient Chinese Mathematics
Ancient Chinese Mathematics
 
Contribution of mathematicians by Pratima Nayak
Contribution of mathematicians by Pratima NayakContribution of mathematicians by Pratima Nayak
Contribution of mathematicians by Pratima Nayak
 
Mathematics in nature
Mathematics in natureMathematics in nature
Mathematics in nature
 

Viewers also liked

Role of mathematics in modern technology
Role of mathematics in modern technologyRole of mathematics in modern technology
Role of mathematics in modern technologyDwan Jay
 
Math and technology
Math and technologyMath and technology
Math and technologybrittgriff
 
Technology in Mathematics
Technology in MathematicsTechnology in Mathematics
Technology in Mathematicsesavie
 
Mathematics in the Modern World
Mathematics in the Modern WorldMathematics in the Modern World
Mathematics in the Modern WorldKylyn Albay
 
Ict Tools In Mathematics Instruction
Ict Tools In Mathematics InstructionIct Tools In Mathematics Instruction
Ict Tools In Mathematics InstructionMiracule D Gavor
 
Effect of technology use on teaching and learning of mathematics
Effect of technology use on teaching and learning of mathematicsEffect of technology use on teaching and learning of mathematics
Effect of technology use on teaching and learning of mathematicsguest9a2d39a
 
"Mathematics in day to day life"
"Mathematics in day to day life""Mathematics in day to day life"
"Mathematics in day to day life"Geevarghese George
 
math in daily life
math in daily lifemath in daily life
math in daily lifesudharsan11
 
Role of Innovative Practices and Methods in Mathematics Education
Role of Innovative Practices and Methods in Mathematics EducationRole of Innovative Practices and Methods in Mathematics Education
Role of Innovative Practices and Methods in Mathematics EducationPeriyar University, Salem-11
 
Applications of mathematics in our daily life
Applications of mathematics in our daily lifeApplications of mathematics in our daily life
Applications of mathematics in our daily lifeAbhinav Somani
 
Compensatory projects
Compensatory projectsCompensatory projects
Compensatory projectsalizisnana
 
Group B
Group BGroup B
Group Bamm196
 
Technology In The Math Classroom
Technology In The Math ClassroomTechnology In The Math Classroom
Technology In The Math Classroomhsepelak
 
Mathematics and Our Society by Mahboob ali khan MHA,CPHQ
Mathematics and Our Society by Mahboob ali khan MHA,CPHQ Mathematics and Our Society by Mahboob ali khan MHA,CPHQ
Mathematics and Our Society by Mahboob ali khan MHA,CPHQ Healthcare consultant
 
Graph theory Application
Graph theory ApplicationGraph theory Application
Graph theory ApplicationSultan Mehmood
 

Viewers also liked (20)

Role of mathematics in modern technology
Role of mathematics in modern technologyRole of mathematics in modern technology
Role of mathematics in modern technology
 
Role of technology in mathematics
Role of technology in mathematicsRole of technology in mathematics
Role of technology in mathematics
 
Math and technology
Math and technologyMath and technology
Math and technology
 
Technology in Mathematics
Technology in MathematicsTechnology in Mathematics
Technology in Mathematics
 
Mathematics in the Modern World
Mathematics in the Modern WorldMathematics in the Modern World
Mathematics in the Modern World
 
Ict Tools In Mathematics Instruction
Ict Tools In Mathematics InstructionIct Tools In Mathematics Instruction
Ict Tools In Mathematics Instruction
 
Effect of technology use on teaching and learning of mathematics
Effect of technology use on teaching and learning of mathematicsEffect of technology use on teaching and learning of mathematics
Effect of technology use on teaching and learning of mathematics
 
"Mathematics in day to day life"
"Mathematics in day to day life""Mathematics in day to day life"
"Mathematics in day to day life"
 
Why do a tecaher use technology in teaching mathematics
Why do a tecaher use technology in teaching mathematicsWhy do a tecaher use technology in teaching mathematics
Why do a tecaher use technology in teaching mathematics
 
Maths in science
Maths in science   Maths in science
Maths in science
 
math in daily life
math in daily lifemath in daily life
math in daily life
 
Role of Innovative Practices and Methods in Mathematics Education
Role of Innovative Practices and Methods in Mathematics EducationRole of Innovative Practices and Methods in Mathematics Education
Role of Innovative Practices and Methods in Mathematics Education
 
Technology in the Math Classroom
Technology in the Math ClassroomTechnology in the Math Classroom
Technology in the Math Classroom
 
Applications of mathematics in our daily life
Applications of mathematics in our daily lifeApplications of mathematics in our daily life
Applications of mathematics in our daily life
 
Compensatory projects
Compensatory projectsCompensatory projects
Compensatory projects
 
Group B
Group BGroup B
Group B
 
Module 6 Power Point
Module 6   Power PointModule 6   Power Point
Module 6 Power Point
 
Technology In The Math Classroom
Technology In The Math ClassroomTechnology In The Math Classroom
Technology In The Math Classroom
 
Mathematics and Our Society by Mahboob ali khan MHA,CPHQ
Mathematics and Our Society by Mahboob ali khan MHA,CPHQ Mathematics and Our Society by Mahboob ali khan MHA,CPHQ
Mathematics and Our Society by Mahboob ali khan MHA,CPHQ
 
Graph theory Application
Graph theory ApplicationGraph theory Application
Graph theory Application
 

Similar to MatheMatics and Modern World

MATHEMATICS_IN_THE_MODERN_WORLD.pptx
MATHEMATICS_IN_THE_MODERN_WORLD.pptxMATHEMATICS_IN_THE_MODERN_WORLD.pptx
MATHEMATICS_IN_THE_MODERN_WORLD.pptxAnalynPasto
 
Top 10 mathematicians
Top 10 mathematiciansTop 10 mathematicians
Top 10 mathematiciansRaju Insan
 
History of computers - Modern
History of computers - ModernHistory of computers - Modern
History of computers - ModernDamian T. Gordon
 
8 Great mathematicians and their inventions
8 Great mathematicians and their inventions8 Great mathematicians and their inventions
8 Great mathematicians and their inventionsAdesanya Ademola
 
PPT on Alan Turing's Contribution
PPT on Alan Turing's Contribution PPT on Alan Turing's Contribution
PPT on Alan Turing's Contribution Mithil Patel
 
Top 10 indian mathematician
Top 10 indian mathematician Top 10 indian mathematician
Top 10 indian mathematician Menka Madhok
 
The Importance of Math and 10 Greatest Msthemeticians.
The Importance of Math and 10 Greatest Msthemeticians.The Importance of Math and 10 Greatest Msthemeticians.
The Importance of Math and 10 Greatest Msthemeticians.Vhinz Lorayes
 
Bit, by Andrea M.
Bit, by Andrea M.Bit, by Andrea M.
Bit, by Andrea M.Mrs Congedo
 
History of Mathematics - Early to Present Period
History of Mathematics - Early to Present PeriodHistory of Mathematics - Early to Present Period
History of Mathematics - Early to Present PeriodFlipped Channel
 
Chp 01 - Socio Informatics - History of computing (new) & UU ITE (shared)
Chp 01 - Socio Informatics - History of computing (new) & UU ITE (shared)Chp 01 - Socio Informatics - History of computing (new) & UU ITE (shared)
Chp 01 - Socio Informatics - History of computing (new) & UU ITE (shared)YUSRA FERNANDO
 
Quantum mechanics , _google doodle_, _nobel prize_, _born rule__
 Quantum mechanics , _google doodle_, _nobel prize_, _born rule__ Quantum mechanics , _google doodle_, _nobel prize_, _born rule__
Quantum mechanics , _google doodle_, _nobel prize_, _born rule__Sayed Khan
 
Men behind computer - Chloe
Men behind computer - ChloeMen behind computer - Chloe
Men behind computer - Chloekila3571
 
Alan turing - Life History & how he broke enigma code?
Alan turing - Life History & how he broke enigma code?Alan turing - Life History & how he broke enigma code?
Alan turing - Life History & how he broke enigma code?Hariharan Ganesan
 
Men Behind the Computer
Men Behind the ComputerMen Behind the Computer
Men Behind the Computereleehya
 

Similar to MatheMatics and Modern World (20)

MATHEMATICS_IN_THE_MODERN_WORLD.pptx
MATHEMATICS_IN_THE_MODERN_WORLD.pptxMATHEMATICS_IN_THE_MODERN_WORLD.pptx
MATHEMATICS_IN_THE_MODERN_WORLD.pptx
 
Top 10 mathematicians
Top 10 mathematiciansTop 10 mathematicians
Top 10 mathematicians
 
History of computers - Modern
History of computers - ModernHistory of computers - Modern
History of computers - Modern
 
8 Great mathematicians and their inventions
8 Great mathematicians and their inventions8 Great mathematicians and their inventions
8 Great mathematicians and their inventions
 
MEN BEHIND COMPUTER
MEN BEHIND COMPUTERMEN BEHIND COMPUTER
MEN BEHIND COMPUTER
 
PPT on Alan Turing's Contribution
PPT on Alan Turing's Contribution PPT on Alan Turing's Contribution
PPT on Alan Turing's Contribution
 
Top 10 indian mathematician
Top 10 indian mathematician Top 10 indian mathematician
Top 10 indian mathematician
 
The Importance of Math and 10 Greatest Msthemeticians.
The Importance of Math and 10 Greatest Msthemeticians.The Importance of Math and 10 Greatest Msthemeticians.
The Importance of Math and 10 Greatest Msthemeticians.
 
Bit, by Andrea M.
Bit, by Andrea M.Bit, by Andrea M.
Bit, by Andrea M.
 
Alan turing
Alan turingAlan turing
Alan turing
 
Evolution of ICT in Education
Evolution of ICT in EducationEvolution of ICT in Education
Evolution of ICT in Education
 
Alan turing
Alan turingAlan turing
Alan turing
 
History of Mathematics - Early to Present Period
History of Mathematics - Early to Present PeriodHistory of Mathematics - Early to Present Period
History of Mathematics - Early to Present Period
 
Chp 01 - Socio Informatics - History of computing (new) & UU ITE (shared)
Chp 01 - Socio Informatics - History of computing (new) & UU ITE (shared)Chp 01 - Socio Informatics - History of computing (new) & UU ITE (shared)
Chp 01 - Socio Informatics - History of computing (new) & UU ITE (shared)
 
Quantum mechanics , _google doodle_, _nobel prize_, _born rule__
 Quantum mechanics , _google doodle_, _nobel prize_, _born rule__ Quantum mechanics , _google doodle_, _nobel prize_, _born rule__
Quantum mechanics , _google doodle_, _nobel prize_, _born rule__
 
The history of i
The history of iThe history of i
The history of i
 
Men behind computer - Chloe
Men behind computer - ChloeMen behind computer - Chloe
Men behind computer - Chloe
 
John Von Neumann
John Von NeumannJohn Von Neumann
John Von Neumann
 
Alan turing - Life History & how he broke enigma code?
Alan turing - Life History & how he broke enigma code?Alan turing - Life History & how he broke enigma code?
Alan turing - Life History & how he broke enigma code?
 
Men Behind the Computer
Men Behind the ComputerMen Behind the Computer
Men Behind the Computer
 

Recently uploaded

Accessible design: Minimum effort, maximum impact
Accessible design: Minimum effort, maximum impactAccessible design: Minimum effort, maximum impact
Accessible design: Minimum effort, maximum impactdawncurless
 
How to Make a Pirate ship Primary Education.pptx
How to Make a Pirate ship Primary Education.pptxHow to Make a Pirate ship Primary Education.pptx
How to Make a Pirate ship Primary Education.pptxmanuelaromero2013
 
The Most Excellent Way | 1 Corinthians 13
The Most Excellent Way | 1 Corinthians 13The Most Excellent Way | 1 Corinthians 13
The Most Excellent Way | 1 Corinthians 13Steve Thomason
 
Q4-W6-Restating Informational Text Grade 3
Q4-W6-Restating Informational Text Grade 3Q4-W6-Restating Informational Text Grade 3
Q4-W6-Restating Informational Text Grade 3JemimahLaneBuaron
 
mini mental status format.docx
mini    mental       status     format.docxmini    mental       status     format.docx
mini mental status format.docxPoojaSen20
 
Paris 2024 Olympic Geographies - an activity
Paris 2024 Olympic Geographies - an activityParis 2024 Olympic Geographies - an activity
Paris 2024 Olympic Geographies - an activityGeoBlogs
 
Introduction to ArtificiaI Intelligence in Higher Education
Introduction to ArtificiaI Intelligence in Higher EducationIntroduction to ArtificiaI Intelligence in Higher Education
Introduction to ArtificiaI Intelligence in Higher Educationpboyjonauth
 
Grant Readiness 101 TechSoup and Remy Consulting
Grant Readiness 101 TechSoup and Remy ConsultingGrant Readiness 101 TechSoup and Remy Consulting
Grant Readiness 101 TechSoup and Remy ConsultingTechSoup
 
Nutritional Needs Presentation - HLTH 104
Nutritional Needs Presentation - HLTH 104Nutritional Needs Presentation - HLTH 104
Nutritional Needs Presentation - HLTH 104misteraugie
 
Industrial Policy - 1948, 1956, 1973, 1977, 1980, 1991
Industrial Policy - 1948, 1956, 1973, 1977, 1980, 1991Industrial Policy - 1948, 1956, 1973, 1977, 1980, 1991
Industrial Policy - 1948, 1956, 1973, 1977, 1980, 1991RKavithamani
 
Measures of Central Tendency: Mean, Median and Mode
Measures of Central Tendency: Mean, Median and ModeMeasures of Central Tendency: Mean, Median and Mode
Measures of Central Tendency: Mean, Median and ModeThiyagu K
 
“Oh GOSH! Reflecting on Hackteria's Collaborative Practices in a Global Do-It...
“Oh GOSH! Reflecting on Hackteria's Collaborative Practices in a Global Do-It...“Oh GOSH! Reflecting on Hackteria's Collaborative Practices in a Global Do-It...
“Oh GOSH! Reflecting on Hackteria's Collaborative Practices in a Global Do-It...Marc Dusseiller Dusjagr
 
SOCIAL AND HISTORICAL CONTEXT - LFTVD.pptx
SOCIAL AND HISTORICAL CONTEXT - LFTVD.pptxSOCIAL AND HISTORICAL CONTEXT - LFTVD.pptx
SOCIAL AND HISTORICAL CONTEXT - LFTVD.pptxiammrhaywood
 
1029-Danh muc Sach Giao Khoa khoi 6.pdf
1029-Danh muc Sach Giao Khoa khoi  6.pdf1029-Danh muc Sach Giao Khoa khoi  6.pdf
1029-Danh muc Sach Giao Khoa khoi 6.pdfQucHHunhnh
 
Employee wellbeing at the workplace.pptx
Employee wellbeing at the workplace.pptxEmployee wellbeing at the workplace.pptx
Employee wellbeing at the workplace.pptxNirmalaLoungPoorunde1
 
Separation of Lanthanides/ Lanthanides and Actinides
Separation of Lanthanides/ Lanthanides and ActinidesSeparation of Lanthanides/ Lanthanides and Actinides
Separation of Lanthanides/ Lanthanides and ActinidesFatimaKhan178732
 
microwave assisted reaction. General introduction
microwave assisted reaction. General introductionmicrowave assisted reaction. General introduction
microwave assisted reaction. General introductionMaksud Ahmed
 
Mastering the Unannounced Regulatory Inspection
Mastering the Unannounced Regulatory InspectionMastering the Unannounced Regulatory Inspection
Mastering the Unannounced Regulatory InspectionSafetyChain Software
 

Recently uploaded (20)

Accessible design: Minimum effort, maximum impact
Accessible design: Minimum effort, maximum impactAccessible design: Minimum effort, maximum impact
Accessible design: Minimum effort, maximum impact
 
How to Make a Pirate ship Primary Education.pptx
How to Make a Pirate ship Primary Education.pptxHow to Make a Pirate ship Primary Education.pptx
How to Make a Pirate ship Primary Education.pptx
 
The Most Excellent Way | 1 Corinthians 13
The Most Excellent Way | 1 Corinthians 13The Most Excellent Way | 1 Corinthians 13
The Most Excellent Way | 1 Corinthians 13
 
Q4-W6-Restating Informational Text Grade 3
Q4-W6-Restating Informational Text Grade 3Q4-W6-Restating Informational Text Grade 3
Q4-W6-Restating Informational Text Grade 3
 
Código Creativo y Arte de Software | Unidad 1
Código Creativo y Arte de Software | Unidad 1Código Creativo y Arte de Software | Unidad 1
Código Creativo y Arte de Software | Unidad 1
 
mini mental status format.docx
mini    mental       status     format.docxmini    mental       status     format.docx
mini mental status format.docx
 
Paris 2024 Olympic Geographies - an activity
Paris 2024 Olympic Geographies - an activityParis 2024 Olympic Geographies - an activity
Paris 2024 Olympic Geographies - an activity
 
Introduction to ArtificiaI Intelligence in Higher Education
Introduction to ArtificiaI Intelligence in Higher EducationIntroduction to ArtificiaI Intelligence in Higher Education
Introduction to ArtificiaI Intelligence in Higher Education
 
Grant Readiness 101 TechSoup and Remy Consulting
Grant Readiness 101 TechSoup and Remy ConsultingGrant Readiness 101 TechSoup and Remy Consulting
Grant Readiness 101 TechSoup and Remy Consulting
 
Nutritional Needs Presentation - HLTH 104
Nutritional Needs Presentation - HLTH 104Nutritional Needs Presentation - HLTH 104
Nutritional Needs Presentation - HLTH 104
 
Industrial Policy - 1948, 1956, 1973, 1977, 1980, 1991
Industrial Policy - 1948, 1956, 1973, 1977, 1980, 1991Industrial Policy - 1948, 1956, 1973, 1977, 1980, 1991
Industrial Policy - 1948, 1956, 1973, 1977, 1980, 1991
 
Measures of Central Tendency: Mean, Median and Mode
Measures of Central Tendency: Mean, Median and ModeMeasures of Central Tendency: Mean, Median and Mode
Measures of Central Tendency: Mean, Median and Mode
 
“Oh GOSH! Reflecting on Hackteria's Collaborative Practices in a Global Do-It...
“Oh GOSH! Reflecting on Hackteria's Collaborative Practices in a Global Do-It...“Oh GOSH! Reflecting on Hackteria's Collaborative Practices in a Global Do-It...
“Oh GOSH! Reflecting on Hackteria's Collaborative Practices in a Global Do-It...
 
SOCIAL AND HISTORICAL CONTEXT - LFTVD.pptx
SOCIAL AND HISTORICAL CONTEXT - LFTVD.pptxSOCIAL AND HISTORICAL CONTEXT - LFTVD.pptx
SOCIAL AND HISTORICAL CONTEXT - LFTVD.pptx
 
1029-Danh muc Sach Giao Khoa khoi 6.pdf
1029-Danh muc Sach Giao Khoa khoi  6.pdf1029-Danh muc Sach Giao Khoa khoi  6.pdf
1029-Danh muc Sach Giao Khoa khoi 6.pdf
 
Employee wellbeing at the workplace.pptx
Employee wellbeing at the workplace.pptxEmployee wellbeing at the workplace.pptx
Employee wellbeing at the workplace.pptx
 
Separation of Lanthanides/ Lanthanides and Actinides
Separation of Lanthanides/ Lanthanides and ActinidesSeparation of Lanthanides/ Lanthanides and Actinides
Separation of Lanthanides/ Lanthanides and Actinides
 
microwave assisted reaction. General introduction
microwave assisted reaction. General introductionmicrowave assisted reaction. General introduction
microwave assisted reaction. General introduction
 
Mastering the Unannounced Regulatory Inspection
Mastering the Unannounced Regulatory InspectionMastering the Unannounced Regulatory Inspection
Mastering the Unannounced Regulatory Inspection
 
TataKelola dan KamSiber Kecerdasan Buatan v022.pdf
TataKelola dan KamSiber Kecerdasan Buatan v022.pdfTataKelola dan KamSiber Kecerdasan Buatan v022.pdf
TataKelola dan KamSiber Kecerdasan Buatan v022.pdf
 

MatheMatics and Modern World

  • 1.
  • 2.  In 18th century mathematics is already a modern science  Mathematics begins to develop very fast because of introducing it to schools  Therefore everyone have a chance to learn the basic learnings of mathematics
  • 3.  Thanks to that, large number of new mathematicians appear on stage  There are many new ideas, solutions to old mathematical problems,researches which lead to creating new fields of mathematics.  Old fields of mathematics are also expanding.
  • 4.
  • 5.
  • 6.  He was a Swiss mathematician.  Johann Bernoulli made the biggest influence on Leonhard.  1727 he went to St Petersburg where he worked in the mathematics department and became in 1731 the head of this department.  1741 went in Berlin and worked in Berlin Academy for 25 years and after that he returned in St Ptersburg where he spent the rest of his life..
  • 7.  Euler worked in almost all areas of mathematics: geometry, calculus, trigonometry, algebra,applied mathematics, graph theory and number theory, as well as , lunar theory, optics and other areas of physics.  Concept of a function as we use today was introduced by him;he was the first mathematician to write f(x) to denote function  He also introduced the modern notation for the trigonometric functions, the letter e for the base of the natural logarithm (now also known as Euler’s number), the Greek letter Σ for summations and the letter i to denote the imaginary unit
  • 8.
  • 9.  There aren't many subjects that Newton didn't have a huge impact in — he was one of the inventors of calculus, built the first reflecting telescope and helped establish the field of classical mechanics with his seminal work, "Philosophiæ Naturalis Principia Mathematica."  He was the first to decompose white light into its component colors and gave us the three laws of motion, now known as Newton's laws.
  • 10.  We would live in a very different world had Sir Isaac Newton not been born.  Other scientists would probably have worked out most of his ideas eventually, but there is no telling how long it would have taken and how far behind we might have fallen from our current technological trajectory.
  • 11.
  • 12.  Isaac Newton is a hard act to follow, but if anyone can pull it off, it's Carl Gauss.  If Newton is considered the greatest scientist of all time, Gauss could easily be called the greatest mathematician ever.  Carl Friedrich Gauss was born to a poor family in Germany in 1777 and quickly showed himself to be a brilliant mathematician.  You can find his influence throughout algebra, statistics, geometry, optics, astronomy and many other subjects that underlie our modern world.
  • 13.  He published "Arithmetical Investigations," a foundational textbook that laid out the tenets of number theory (the study of whole numbers).  Without number theory, you could kiss computers goodbye.  Computers operate, on a the most basic level, using just two digits — 1 and 0, and many of the advancements that we've made in using computers to solve problems are solved using number theory.
  • 14.
  • 15.  John von Neumann was born in Budapest a few years after the start of the 20th century, a well-timed birth for all of us, for he went on to design the architecture underlying nearly every single computer built on the planet today.  Von Neumann received his Ph.D in mathematics at the age of 22 while also earning a degree in chemical engineering to appease his father, who was keen on his son having a good marketable skill.  In 1930, he went to work at Princeton University with Albert Einstein at the Institute of Advanced Study.
  • 16.  Right now, whatever device or computer that you are reading this on, be it phone or computer, is cycling through a series of basic steps billions of times over each second; steps that allow it to do things like render Internet articles and play videos and music, steps that were first thought up by John von Neumann.  Before his death in 1957, von Neumann made important discoveries in set theory, geometry, quantum mechanics, game theory, statistics, computer science and was a vital member of the Manhattan Project.
  • 17.
  • 18.  Alan Turing a British mathematician who has been call the father of computer science.  During World War II, Turing bent his brain to the problem of breaking Nazi crypto-code and was the one to finally unravel messages protected by the infamous Enigma machine.  Alan Turing's career and life ended tragically when he was arrested and prosecuted for being gay.  He was found guilty and sentenced to undergo hormone treatment to reduce his libido, losing his security clearance as well. On June, 8, 1954, Alan Turing was found dead of apparent suicide by his cleaning lady. 
  • 19.  Alan Turing was instrumental in the development of the modern day computer.  His design for a so-called "Turing machine" remains central to how computers operate today.  The "Turing test" is an exercise in artificial intelligence that tests how well an AI program operates; a program passes the  Turing test if it can have a text chat conversation with a human and fool that person into thinking that it too is a person.
  • 20.
  • 21.  Mandelbrot was born in Poland in 1924 and had to flee to France with his family in 1936 to avoid Nazi persecution.  After studying in Paris, he moved to the U.S. where he found a home as an IBM Fellow.  Working at IBM meant that he had access to cutting- edge technology, which allowed him to apply the number-crunching abilities of electrical computer to his projects and problems.  Benoit Mandelbrot died of pancreatic cancer in 2010.
  • 22.  Benoit Mandelbrot landed on this list thanks to his discovery of fractal geometry.  Fractals, often-fantastical and complex shapes built on simple, self-replicable formulas, are fundamental to computer graphics and animation.  Without fractals, it's safe to say that we would be decades behind where we are now in the field of computer-generated images.  Fractal formulas are also used to design cellphone antennas and computer chips, which takes advantage of the fractal's natural ability to minimize wasted space.
  • 23. •The modern world would not exist without maths •With maths you can tell the future and save lives •Maths lies at the heart of art and music •Maths is a subject full of mystery, surprise and magic
  • 24.
  • 25. Linear algebra, graph theory, SVDGoogle: Error correcting codes: Galois theory Internet: Network theory Security: Fermat, RSA Mathematicians really have made the modern world possible Medical imaging: Radon Transform Communications: FFT, Shannon Medical Statistics: Nightingale