Transcript
Page 1: An Excellent Boring Presentation

BORING

PRESENTATION

FOR 2 REASONS.

AN

EXCELLENT

V 4.0

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BORING

PRESENTATION

FOR 2 REASONS. I GUESS SO.

AN

EXCELLENT

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#1

too many equations. text. garbage.

BORING

BECAUSE

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storytelling.

EXCELLENT

BECAUSE

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#2

random blah blah. bad storytelling.

BORING

BECAUSE

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to be bored.

GET READY

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ISHTIAQUE ZICO / BANGLADESH

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RIGHT!

THAT’S

MY NAME

ISHTIAQUE ZICO / BANGLADESH

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AND

MY

COUNTRY

ISHTIAQUE ZICO / BANGLADESH

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MY BIO

INDEPENDENT

FILMMAKER

WRITER. ALSO.

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I LOVE IDEAS,

EXPERIMENT &

LIMITATION

twitter.com/iazico

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& ENJOY

WORKING WITH

RUPANTOR

MICROCINEMA TEAM

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BUT ONCE

I STUDIED

MATHEMATICS

UNDERGRAD. BORING.

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I HAD TO MAKE

PRESENTATION WITH

MATHEMATICS

THAT’S WHY BORING

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AND THIS

PRESENTATION DEALS

SCATTERING THEORY

ALSO SCARING

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SO LET’S EXPLORE

INVERSE SCATTERING &

SCATTERING BLAH BLAH

YOU ARE WARNED.

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deflection of subatomic particles

& WHAT IS SCATTERING

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subatomic particles

& WHAT IS

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[search]

subatomic particles

GOOGLE. PLEASE.

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I would do the same thing.

ALWAYS.

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SCATTERING. EXAMPLE.

Wave scattering

Sunlight scattered by rain drops

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SCATTERING. EXAMPLE.

Particle scattering

The motion of billiard balls

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SCATTERING. EXAMPLE.

Particle scattering

The motion of billiard balls

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SCATTERING. EXAMPLE.

Particle scattering

The motion of billiard balls

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To make your

presentation boring,

never insert photo.

like me.

TIPS #1

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To make your

presentation boring,

never insert photo.

use clipart.

TIPS #1

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Direct Scattering Problem

Spectrum

Scatterer

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use

symbol. jargon. whenever you can.

AND TIPS #2

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INPUT : Potential

OUTPUT : Spectrum

CONSIDER :

0))(( xuxx

Potential

(t=0)

Eigenvalue Eigenfunction

Direct Scattering Problem

Sturm-Liouville equation

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INPUT : blah

OUTPUT : BLAH

CONSIDER :

Blah

(t=0)

Eigen blah Eigen blah

Direct Scattering Problem

Ha Ha Ha…

SOMETHING WAS HERE

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INPUT : blah

OUTPUT : BLAH

CONSIDER :

Blah

(t=0)

Eigen blah Eigen blah

Direct Scattering Problem

Ha Ha Ha…

blah BLAH

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Direct Scattering Problem

Spectrum Types

spectrum

discrete

= negative

= blah blah

continuous

= positive

= again blah

},{

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Direct Scattering Problem

Graph : When Discrete

-6 -5 -4 -3 -2 -1

0.2

0.4

0.6

0.8

1

eigenfunction decays exponentially

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Direct Scattering Problem

And when continuous

Transmitted

u

v

IncidentReflected

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TIPS #3

use 1980s style graph!

HA HA HA…

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Direct Scattering Problem

Example | Direc Delta*

* distribution, not function.

)()( 0 xUxu

0,0

0,)(

x

xx

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Next.

ENOUGH.

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Scatterer

Spectrum

Inverse Scattering Problem

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BLAH blah

INPUT : Spectrum

OUTPUT : Potential

Inverse Scattering Problem

Just the inverse

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and vice versa.

INPUT BECOMES OUTPUT.

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not yet?

you will be.

BORED?

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Inverse Scattering Problem

Our Goal

0)( 2 ukxx

0)( uxx

2k

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The solution is assumed to be:

MAGIC

Inverse Scattering Problem

Our Boredom

x

ikzikx dzezxKekx ),();(

0))((ˆ

2

x

ikz

zzxx

ikx dzeKxuKKdx

Kdue

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From Cauchy’s theorem we get:

MAGIC. AGAIN.

Inverse Scattering Problem

Sorry

0)ˆ(

dzee ikzikx

BC

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Input particle energy = variable

Impact parameter = constant

BORED?

Inverse Scattering Problem

One More

0)(),()(),(

xdyzyFzxKzxFzxK

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U(x,0) S(0)

S(t)U(x,t)

Scattering

Inverse Scattering

KdVTime

Inverse Scattering Problem

Almost Done

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STEPHEN HAWKING SAID,

IN BRIEF HISTORY OF TIME

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every equation

helps to lose the readers by half.

STEPHEN HAWKING SAID,

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every equation

helps to lose the readers by half.

SOMETHING LIKE THIS.

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how many equations

I have used here?

HA HA HA…

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you there?

OOPS.

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anybody?

HELLO.

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forget everything I said.

SORRY.

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of boredom.

THE END

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NOW

BLAME ME OR

GOOGLE ME OR

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rupantor.blogspot.com

VISIT MY CINEMA TEAM BLOG.

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AND

THANK ME

FOR BORING YOU.

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ALSO

THANK YOURSELF

FOR YOUR PATIENCE.