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(1)

Fredrik Carl Mulertz Störmer

1874 − 1957

(Skien, Norway).

PhD. at the University of Christiana (=Oslo) in

1898

. First publiation before his PhD. Postdo

in Paris (with Piard, Poinaré, Darboux,

Jordan). Prof. at the University of Oslo

(

1903

-

1946

). Pitures of Polar light ->

(2)

Loup Verlet

1931 −

(Paris).

Psyhoanalyst and physiist. His numerial

sheme was designed in

1967

. Afterwards philosopher and writer.

(3)

Carl David Tolmé Runge

1856 − 1927

(Bremen).

After

6

weeks literature studies, hange for math.+physis. Professors: Max Plank,

Weierstrass, Kroneker. Works on dierential

geometry and numerial analysis. With

70

years old, ould still do a handstand.

(4)

Martin Wilhelm Kutta

1867 − 1944

(Pitshen, Poland).

Studied mathe., language, musi and art

(Münhen). The Runge-Kutta sheme omes

from his dissertation. Works on streamlines,

glaier and history of mathe.

(5)

John Buther

1933 −

(Aukland, New Zealand).

Trees. General linear methods (gen. of RK,

multi-step methods).

(6)

Ernst Hairer

1949 −

(Tirol, Austria).

B-series. ODE. Geometri numerial

integration. Present in the World reord

Guinness book (RK of order

10

with

s = 17

).

(7)

Gerhard Wanner

1942 −

(Tirol, Austria).

B-series. ODE. Geometri numerial

integration. Book about the life of Euler.

(8)

Sir Isaa Newton

1643 − 1727

(Woolsthorpe, Great-Britain).

Trinity College in Cambridge. Studies

philosophy and mehanis. Professor in

Cambridge with

27

years old. Main work: ODE, integral eq., optis, mehanis, gravitation law,

et. Goes into politis ($$$$ :-)).

(9)

Joseph-Louis Lagrange

1736 − 1813

(Turin, Italy).

Learned math. alone. Letter to Euler who was

impressed by Lagranges ideas. Main work:

alulus of variation, mehanis (vibrating

string), astrophysis (

3

body problem with Euler), et.

Citation: "`If I had been rih, I probably would

(10)

Sir William Rowan Hamilton

1805 − 1865

(Dublin, Ireland).

Speaks Latin, Greek, Hebrew with

5

years old.

Reads works from Newton, Laplae (

1

error) with

15

. Was professor with

22

. Main work:

mehanis, quaternions, astronomy, et.

(11)

Jules Henri Poinaré

1854 − 1912

(Nany, Frane).

Student from Hermite (PhD. on ODE). Last

universalist in mathematis (math., physis,

philosophy). Algebra, algebrai geometry,

funtional analysis, uid dynamis, relativity,

Poinaré onjeture, et.

(12)

Enrio Fermi

1901 − 1954

(Rome, Italy).

1918

Suola Normale Superiore in Pisa.

1923

Göttingen.

1926

Chair of theoretial physis at the University of Rome.

1938

Nobel Prize.

Beause his wife was Jewish, they had to go to

the US (Columbia University). Then worked in

Los Alamos (build bomb, works with Pasta,

Ulam).

(13)

John Pasta

1918 − 1984

(NYC).

Was a New York City polie oer from

1941

to

1942

. PhD in theoretial physis in

1951

and

just after started to work at Los Alamos.

Main projets: Design of a omputer speialised

in alulations around weapons with Metropolis.

FPU problem. Computers.

(14)

Stanislaw Marin Ulam

1909 − 1984

(Lemberg, Poland, Austrian Empire).

1933

PhD under Banah supervision.

1940

Ass.

Prof. at the University of Wisonsin. Then

worked at Los Alamos (hydrogen bomb).

Main works: Explain how to initiate fusion in

the hydrogen bomb. Monte-Carlo method

(nane, probability, sampling). Set theory.

Measure theory. Ergodi theory. Group theory.

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