Topo

logy

and

Ent

angl

emen

t in

Cor

rela

ted

Qua

ntum

Sy

stem

s

We

also

offe

r ind

ividu

al fe

llows

hips (

phd,

pos

tdoc

, sab

batic

al).

Appl

icatio

ns ar

e ac

cept

ed co

ntinu

ously

. For

det

ails,

plea

se ch

eck w

ww.p

ks.m

pg.d

e/vis

itors

Inte

rnat

iona

l Sem

inar

July

14

- Aug

ust 8

, 201

4Em

bedd

ed W

orks

hop

July

21

- 25,

201

4In

re

cent

ye

ars

it ha

s b

een

dis

cove

red

th

at

top

olo

gy

can

pla

y a

cruc

ial r

ole

in u

nder

stan

din

g

cert

ain

pha

ses

of

mat

ter.

In t

hese

pha

ses,

the

sy

stem

do

es n

ot b

reak

any

sym

met

ries,

yet

so

me

hid

den

fo

rm o

f o

rder

and

exo

tic e

xcita

tions

are

p

rese

nt.

This

sem

inar

and

wo

rksh

op

pro

gra

m

brin

gs

tog

ethe

r le

adin

g s

cien

tists

wo

rkin

g o

n to

po

log

ical

phe

nom

ena

in c

ond

ense

d m

atte

r.

Ap

plic

atio

ns a

re w

elco

me

and

sho

uld

be

mad

e b

y us

ing

the

ap

plic

atio

n fo

rm o

n th

e co

nfer

ence

web

p

age

(ple

ase

see

UR

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elo

w).

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num

ber

o

f at

tend

ees

is l

imite

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The

reg

istr

atio

n fe

e fo

r th

e in

tern

atio

nal w

ork

sho

p is

120

Eur

o a

nd s

houl

d b

e p

aid

by

all p

artic

ipan

ts. C

ost

s fo

r ac

com

mo

dat

ion

and

mea

ls w

ill b

e co

vere

d b

y th

e M

ax P

lanc

k In

stitu

te.

Lim

ited

fun

din

g i

s av

aila

ble

to

par

tially

co

ver t

rave

l exp

ense

s. P

leas

e no

te th

at c

hild

care

is

avai

lab

le u

po

n re

que

st.

Topi

cs in

clud

e§

Top

olo

gic

al o

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s§

Cla

ssifi

catio

n o

f to

po

log

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pha

ses

§ Sy

mm

etry

pro

tect

ed t

op

olo

gic

al p

hase

s §

Sym

met

ry e

nric

hed

to

po

log

ical

pha

ses

§ Fr

actio

nal q

uant

um H

all

§ O

ptic

al la

ttic

e re

aliz

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ns o

f to

po

log

ical

p

hase

s§

Top

olo

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al s

pin

liq

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s §

Num

eric

al s

imul

atio

ns o

f to

po

log

ical

ly

ord

ered

sys

tem

s§

Det

ectio

n o

f to

po

log

ical

ord

ers

§ To

po

log

ical

qua

ntum

co

mp

utin

g

Max Planck Institute for the Physics of Complex Systems

For f

urth

er in

form

atio

n pl

ease

con

tact

:V

isito

rs P

rog

ram

– E

sthe

r-Sh

aro

n B

arts

chM

PI fo

r th

e Ph

ysic

s o

f Co

mp

lex

Syst

ems

Nö

thni

tzer

Str.

38,

D-0

1187

Dre

sden

Tel:

+49

-351

-871

-193

4Fa

x: +

49-3

51-8

71-2

199

tcq

s14@

pks

.mp

g.d

ew

ww

.pks

.mp

g.d

e/~

tcq

s14/

Ap

plic

atio

ns re

ceiv

ed b

efo

re M

ay 1

5, 2

014

are

cons

ider

ed p

refe

rent

ially

.

Invi

ted

spea

kers

D

. Aba

nin

(Can

ada)

J. A

licea

(USA

)E.

Altm

an (I

srae

l)F.

Ass

aad

(Ger

man

y)L.

Ayc

ock

(USA

)L.

Bal

ents

(USA

)M

. Bar

kesh

li (U

SA)

A. B

erne

vig

(USA

)F.

Bur

nell

(USA

)C

. Cha

mon

(USA

)X.

Che

n (U

SA)

I. C

irac

(Ger

man

y)L.

Fid

kow

ski (

USA

)F.

Ger

bier

(Fra

nce)

T. G

rove

r (U

SA)

Z.-C

. Gu

(Can

ada)

V. G

urar

ie (U

SA)

M. H

afez

i (U

SA)

M. H

eibl

um (I

srae

l)Y.

-B. K

im (C

anad

a)A

. Läu

chli

(Aus

tria

)M

. Lev

in (U

SA)

N. L

indn

er (I

srae

l)M

.A. M

etlit

ski (

USA

)R.

Moe

ssne

r (G

erm

any)

R. M

ong

(USA

)J.

Moo

re (U

SA)

O. M

otru

nich

(USA

)T.

Neu

pert

(USA

)Y.

Ore

g (Is

rael

)M

. Osh

ikaw

a (J

apan

)D

. Poi

lbla

nc (F

ranc

e)S.

Rac

hel (

Ger

man

y)G

. Ref

ael (

USA

)N

. Reg

naul

t (Fr

ance

)S.

Ryu

(USA

)K.

Sch

oute

ns (N

ethe

rland

s)K.

Sht

enge

l (U

SA)

S. S

imon

(UK)

A. S

tern

(Isr

ael)

R. T

hom

ale

(Ger

man

y)S.

Tod

adri

(USA

)S.

Tre

bst (

Ger

man

y)A

. Tur

ner (

USA

)C

. Xu

(USA

)A

. You

ng (U

SA)

Scie

ntifi

c co

ordi

nato

rsEr

ez B

erg

Reho

vot,

Isra

el

Nig

el C

oope

r C

ambr

idge

, UK

Fran

k Po

llman

n D

resd

en, G

erm

any

Xiao

-Gan

g W

enC

ambr

idge

, USA

Org

anisa

tion

Esth

er-S

haro

n Ba

rtsc

h, M

PIPK

S