A Nobel Laureate explains quantum entanglement and teleportation
and why Einstein was wrong about the nature of realityWhat is the
true nature of reality? To find out, Nobel Laureate Anton Zeilinger
takes us (along with his fictional students Alice and Bob) on a
voyage through a quantum wonderland, explaining entanglement,
teleportation, time-travel paradoxes and why our view of the world
must change. Originally published in America in 2012, a new
Afterword in the light of the author's 2022 Nobel Prize means the
book brings readers up-to-date with the most recent developments in
quantum teleportation. This describes the author's collaboration to
perform the first intercontinental video call encrypted using
quantum cryptography, and how Chinese scientists teleported
entangled quantum states to an orbiting satellite.Readers also
learn how both volunteer humans and astronomical objects billions
of light years away have been part of experiments to conclusively
prove that quantum states cannot provide a full description of
reality at a local level. Einstein had always refused to accept
aspects of quantum theory, deriding the notion of instantaneous
communication between faraway 'entangled' particles as 'spooky
action at a distance'. However, this playful yet deep book takes
readers through a series of ingenious experiments conducted in
various locations that demonstrate entanglement is indeed real, and
speculates that information is an essential part of reality.From a
dank sewage tunnel under the River Danube to the balmy air between
a pair of mountain peaks in the Canary Islands, with various
time-travel paradoxes explained along the way, the author and his
fictional physics students Alice and Bob demonstrate the true
nature of quantum entanglement and teleportation using photons, or
light quanta, created by laser beams. The ideas described have laid
the foundations for a new era of quantum technology, including the
development of quantum computers and much more.
Metodický materiál k 2. pracovnému zošitu a učebnici autorov Zuzana
a Peter Bero. Obsahuje výsledky a riešenia úloh doplnené
didaktickými radami a postrehmi autorov. Obsah Kváder a kocka
Jednotky objemu Objem kvádra a kocky Povrch kvádra a kocky
Krížom-krážom Pomer, priama a nepriama úmernosť Pomer Mierka Priama
úmernosť Nepriama úmernosť Krížom-krážom Rovnobežník Rovnobežky
preťaté priečkou Vnútorné uhly štvoruholníka Rovnobežník Výška
rovnobežníka Konštrukcia rovnobežníka Krížom-krážom Typické metódy
riešenia typických kombinatorických úloh Riešenie vypísaním
všetkých možností Riešenie grafickým znázornením Riešenie pomocou
tabuľky Pravidlo súčtu a súčinu Strom možností Dirichletov princíp
Kržom-krážom
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