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Time Crystals and Space Crystals: Strongly Correlated Phases of Matter with Space-Time Symmetries

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자료유형	E-Book
개인저자	Else, Dominic Victor.
단체저자명	University of California, Santa Barbara. Physics.
서명/저자사항	Time Crystals and Space Crystals: Strongly Correlated Phases of Matter with Space-Time Symmetries.
발행사항	[S.l.] : University of California, Santa Barbara., 2018
발행사항	Ann Arbor : ProQuest Dissertations & Theses, 2018
형태사항	225 p.
소장본 주기	School code: 0035.
ISBN	9780438417441
일반주기	Source: Dissertation Abstracts International, Volume: 80-02(E), Section: B. Adviser: Chetan Nayak.
요약	This thesis is concerned with phases of matter, one of the central notions in condensed matter physics. Traditionally, condensed matter physics has been concerned with phases of matter in thermal equilibrium, which means it is coupled to a heat
요약	A main interest of this thesis will be Floquet systems, which are systems that are periodically driven, for example by a time-oscillatory electric field. In this thesis, we will identify and charcterize phases of matter occuring in Floquet syste
요약	We introduce a "Floquet equivalence principle", which states that Floquet topological phases with symmetry G are in one-to-one correspondence with stationary topological phases with additional symmetry. This allows us to leverage the existing li
요약	We then turn to spontaneous symmetry-breaking phases. We show that in Floquet systems, there is a striking new kind of such phase: the Floquet time crystal, in which the symmetry that is spontaneously broken is discrete time-translation symmetr
요약	Next, we show that both Floquet time crystals and Floquet topological phases can be stabilized even without disorder. We establish a new scenario for "pre-thermalization", a phenomenon where the eventual thermalization of the system takes place
요약	In a slight digression, we then develop a systematic theory of stationary topological phases with discrete spatial symmetries (as opposed to the discrete temporal symmetry characterizing Floquet phases), showing that they also satisfy a "crystal
요약	Finally, we put the Floquet equivalence principle on a systematic footing, and unify it with the crystalline equivalence principle for stationary topological phases, by invoking a powerful homotopy-theoretic viewpoint on phases of matter. The en
일반주제명	Condensed matter physics. Physics.
언어	영어
기본자료 저록	Dissertation Abstracts International80-02B(E). Dissertation Abstract International
대출바로가기	http://www.riss.kr/pdu/ddodLink.do?id=T14999427