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One- and two-dimensional higher-point conformal blocks as free-particle wavefunctions in AdS$_3^{\otimes m}$

来源: 12-06

威尼斯人娱乐场
威尼斯人娱乐场
威尼斯人娱乐场
威尼斯人娱乐场

时间:2023-12-06 Wed 15:00-16:00

地点:A3-4-312 ZOOM: 559 700 6085(PW: BIMSA)

组织者:Hongfei Shu, Hao Zou, Rui-Dong Zhu

主讲人:Wenjie Ma BIMSA

Abstract

We establish that all of the one- and two-dimensional global conformal blocks are, up to some choice of prefactor, free-particle wavefunctions in tensor products of AdS$_3$ or limits thereof. Our first core observation is that the six-point comb-channel conformal blocks correspond to free-particle wavefunctions on an AdS$_3$ constructed directly in cross-ratio space. This construction generalizes to blocks for a special class of diagrams, which are determined as free-particle wavefunctions in tensor products of AdS$_3$. Conformal blocks for all the remaining topologies are obtained as limits of the free wavefunctions mentioned above. Our results show directly that the integrable models associated with all one- and two-dimensional conformal blocks can be seen as limits of free theory, and manifest a relation between AdS and CFT kinematics that lies outside of the standard AdS/CFT dictionary. We complete the discussion by providing explicit Feynman-like rules that can be used to work out blocks for all topologies.

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3$ or limits thereof. 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Our first core observation is that the six-point comb-channel conformal blocks correspond to free-particle wavefunctions on an AdS$_3$ constructed directly in cross-ratio space. This construction generalizes to blocks for a special class of diagrams, which are determined as free-particle wavefunctions in tensor products of AdS$_3$. Conformal blocks for all the remaining topologies are obtained as limits of the free wavefunctions mentioned above. Our results show directly that the integrable models associated with all one- and two-dimensional conformal blocks can be seen as limits of free theory, and manifest a relation between AdS and CFT kinematics that lies outside of the standard AdS/CFT dictionary. 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One- and two-dimensional higher-point conformal blocks as free-particle wavefunctions in AdS$_3^{\otimes m}$

来源: 12-06

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威尼斯人娱乐场
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威尼斯人娱乐场

时间:2023-12-06 Wed 15:00-16:00

地点:A3-4-312 ZOOM: 559 700 6085(PW: BIMSA)

组织者:Hongfei Shu, Hao Zou, Rui-Dong Zhu

主讲人:Wenjie Ma BIMSA

Abstract

We establish that all of the one- and two-dimensional global conformal blocks are, up to some choice of prefactor, free-particle wavefunctions in tensor products of AdS$_3$ or limits thereof. Our first core observation is that the six-point comb-channel conformal blocks correspond to free-particle wavefunctions on an AdS$_3$ constructed directly in cross-ratio space. This construction generalizes to blocks for a special class of diagrams, which are determined as free-particle wavefunctions in tensor products of AdS$_3$. Conformal blocks for all the remaining topologies are obtained as limits of the free wavefunctions mentioned above. Our results show directly that the integrable models associated with all one- and two-dimensional conformal blocks can be seen as limits of free theory, and manifest a relation between AdS and CFT kinematics that lies outside of the standard AdS/CFT dictionary. We complete the discussion by providing explicit Feynman-like rules that can be used to work out blocks for all topologies.

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3$ constructed directly in cross-ratio space. 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conformal blocks are, up to some choice of prefactor, free-particle wavefunctions in tensor products of AdS$_3$ or limits thereof. Our first core observation is that the six-point comb-channel conformal blocks correspond to free-particle wavefunctions on an AdS$_3$ constructed directly in cross-ratio space. This construction generalizes to blocks for a special class of diagrams, which are determined as free-particle wavefunctions in tensor products of AdS$_3$. Conformal blocks for all the remaining topologies are obtained as limits of the free wavefunctions mentioned above. Our results show directly that the integrable models associated with all one- and two-dimensional conformal blocks can be seen as limits of free theory, and manifest a relation between AdS and CFT kinematics that lies outside of the standard AdS/CFT dictionary. We complete the discussion by providing explicit Feynman-like rules that can be used to work out blocks for all topologies.</span></p> </div><div date-time="1743124367" dir="uzchqu" id="div_vote_id"></div> </div> </div> </form> </div> <div date-time="1743124367" dir="iytybk" class="Elite Uani fadeInUp"> <div date-time="1743124367" dir="biaqnl" class="topscr" onclick="topFunction()"> <span>返回顶部</span> </div> <div date-time="1743124367" dir="pbcbee" class="Elitelist"> <div date-time="1743124367" dir="wpsion" class="Elitetitle"> <span>威尼斯人娱乐场相关的文章</span> </div> <ul class="Elite_list" id="relateNewsjs1031323js"><li><h3><a href="../1018/6811.htm" target="_blank">Instruction for choosing courses in the direction Algebra and Number</a></h3><p>Please download the file for more informatio</p><div date-time="1743124367" dir="jhshzf" class="AdmissionsMore"><a href="../1018/6811.htm" target="_blank">View more <i class="AdmissionsMoreimg"></i></a></div></li><li><h3><a href="3681.htm" target="_blank">Recovery of Mutual Information by Inhomogeneous Quenches in Two-dimensional Conformal Field Theories</a></h3><p>AbstractWe study the dynamics of mutual information during the evolution induced by the M ̈obius/sine-squared deformed Hamiltonians (M ̈obius/SS deformed Hamiltonians) in two-dimensional conformal field theories (2d CFTs), starting from the thermofield double state, the state on the double Hilbert spaces. 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One- and two-dimensional higher-point conformal blocks as free-particle wavefunctions in AdS$_3^{\otimes m}$

来源: 12-06

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时间:2023-12-06 Wed 15:00-16:00

地点:A3-4-312 ZOOM: 559 700 6085(PW: BIMSA)

组织者:Hongfei Shu, Hao Zou, Rui-Dong Zhu

主讲人:Wenjie Ma BIMSA

Abstract

We establish that all of the one- and two-dimensional global conformal blocks are, up to some choice of prefactor, free-particle wavefunctions in tensor products of AdS$_3$ or limits thereof. Our first core observation is that the six-point comb-channel conformal blocks correspond to free-particle wavefunctions on an AdS$_3$ constructed directly in cross-ratio space. This construction generalizes to blocks for a special class of diagrams, which are determined as free-particle wavefunctions in tensor products of AdS$_3$. Conformal blocks for all the remaining topologies are obtained as limits of the free wavefunctions mentioned above. Our results show directly that the integrable models associated with all one- and two-dimensional conformal blocks can be seen as limits of free theory, and manifest a relation between AdS and CFT kinematics that lies outside of the standard AdS/CFT dictionary. We complete the discussion by providing explicit Feynman-like rules that can be used to work out blocks for all topologies.

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3$ or limits thereof. 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Our first core observation is that the six-point comb-channel conformal blocks correspond to free-particle wavefunctions on an AdS$_3$ constructed directly in cross-ratio space. This construction generalizes to blocks for a special class of diagrams, which are determined as free-particle wavefunctions in tensor products of AdS$_3$. Conformal blocks for all the remaining topologies are obtained as limits of the free wavefunctions mentioned above. Our results show directly that the integrable models associated with all one- and two-dimensional conformal blocks can be seen as limits of free theory, and manifest a relation between AdS and CFT kinematics that lies outside of the standard AdS/CFT dictionary. 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One- and two-dimensional higher-point conformal blocks as free-particle wavefunctions in AdS$_3^{\otimes m}$

来源: 12-06

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时间:2023-12-06 Wed 15:00-16:00

地点:A3-4-312 ZOOM: 559 700 6085(PW: BIMSA)

组织者:Hongfei Shu, Hao Zou, Rui-Dong Zhu

主讲人:Wenjie Ma BIMSA

Abstract

We establish that all of the one- and two-dimensional global conformal blocks are, up to some choice of prefactor, free-particle wavefunctions in tensor products of AdS$_3$ or limits thereof. Our first core observation is that the six-point comb-channel conformal blocks correspond to free-particle wavefunctions on an AdS$_3$ constructed directly in cross-ratio space. This construction generalizes to blocks for a special class of diagrams, which are determined as free-particle wavefunctions in tensor products of AdS$_3$. Conformal blocks for all the remaining topologies are obtained as limits of the free wavefunctions mentioned above. Our results show directly that the integrable models associated with all one- and two-dimensional conformal blocks can be seen as limits of free theory, and manifest a relation between AdS and CFT kinematics that lies outside of the standard AdS/CFT dictionary. We complete the discussion by providing explicit Feynman-like rules that can be used to work out blocks for all topologies.

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3$ constructed directly in cross-ratio space. This construction g...">

威尼斯人娱乐场

清华主页 EN
导航菜单 威尼斯人娱乐场

One- and two-dimensional higher-point conformal blocks as free-particle wavefunctions in AdS$_3^{\otimes m}$

来源: 12-06

威尼斯人娱乐场
威尼斯人娱乐场
威尼斯人娱乐场
威尼斯人娱乐场

时间:2023-12-06 Wed 15:00-16:00

地点:A3-4-312 ZOOM: 559 700 6085(PW: BIMSA)

组织者:Hongfei Shu, Hao Zou, Rui-Dong Zhu

主讲人:Wenjie Ma BIMSA

Abstract

We establish that all of the one- and two-dimensional global conformal blocks are, up to some choice of prefactor, free-particle wavefunctions in tensor products of AdS$_3$ or limits thereof. Our first core observation is that the six-point comb-channel conformal blocks correspond to free-particle wavefunctions on an AdS$_3$ constructed directly in cross-ratio space. This construction generalizes to blocks for a special class of diagrams, which are determined as free-particle wavefunctions in tensor products of AdS$_3$. Conformal blocks for all the remaining topologies are obtained as limits of the free wavefunctions mentioned above. Our results show directly that the integrable models associated with all one- and two-dimensional conformal blocks can be seen as limits of free theory, and manifest a relation between AdS and CFT kinematics that lies outside of the standard AdS/CFT dictionary. We complete the discussion by providing explicit Feynman-like rules that can be used to work out blocks for all topologies.

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conformal blocks are, up to some choice of prefactor, free-particle wavefunctions in tensor products of AdS$_3$ or limits thereof. Our first core observation is that the six-point comb-channel conformal blocks correspond to free-particle wavefunctions on an AdS$_3$ constructed directly in cross-ratio space. This construction generalizes to blocks for a special class of diagrams, which are determined as free-particle wavefunctions in tensor products of AdS$_3$. Conformal blocks for all the remaining topologies are obtained as limits of the free wavefunctions mentioned above. Our results show directly that the integrable models associated with all one- and two-dimensional conformal blocks can be seen as limits of free theory, and manifest a relation between AdS and CFT kinematics that lies outside of the standard AdS/CFT dictionary. We complete the discussion by providing explicit Feynman-like rules that can be used to work out blocks for all topologies.</span></p> </div><div date-time="1743124367" dir="ikmnhp" id="div_vote_id"></div> </div> </div> </form> </div> <div date-time="1743124367" dir="skynfv" class="Elite Uani fadeInUp"> <div date-time="1743124367" dir="xxbptg" class="topscr" onclick="topFunction()"> <span>返回顶部</span> </div> <div date-time="1743124367" dir="nndtlx" class="Elitelist"> <div date-time="1743124367" dir="nhlywy" class="Elitetitle"> <span>威尼斯人娱乐场相关的文章</span> </div> <ul class="Elite_list" id="relateNewsjs1031323js"><li><h3><a href="../1018/6811.htm" target="_blank">Instruction for choosing courses in the direction Algebra and Number</a></h3><p>Please download the file for more informatio</p><div date-time="1743124367" dir="inqjvq" class="AdmissionsMore"><a href="../1018/6811.htm" target="_blank">View more <i class="AdmissionsMoreimg"></i></a></div></li><li><h3><a href="3681.htm" target="_blank">Recovery of Mutual Information by Inhomogeneous Quenches in Two-dimensional Conformal Field Theories</a></h3><p>AbstractWe study the dynamics of mutual information during the evolution induced by the M ̈obius/sine-squared deformed Hamiltonians (M ̈obius/SS deformed Hamiltonians) in two-dimensional conformal field theories (2d CFTs), starting from the thermofield double state, the state on the double Hilbert spaces. 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One- and two-dimensional higher-point conformal blocks as free-particle wavefunctions in AdS$_3^{\otimes m}$

来源: 12-06

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威尼斯人娱乐场

时间:2023-12-06 Wed 15:00-16:00

地点:A3-4-312 ZOOM: 559 700 6085(PW: BIMSA)

组织者:Hongfei Shu, Hao Zou, Rui-Dong Zhu

主讲人:Wenjie Ma BIMSA

Abstract

We establish that all of the one- and two-dimensional global conformal blocks are, up to some choice of prefactor, free-particle wavefunctions in tensor products of AdS$_3$ or limits thereof. Our first core observation is that the six-point comb-channel conformal blocks correspond to free-particle wavefunctions on an AdS$_3$ constructed directly in cross-ratio space. This construction generalizes to blocks for a special class of diagrams, which are determined as free-particle wavefunctions in tensor products of AdS$_3$. Conformal blocks for all the remaining topologies are obtained as limits of the free wavefunctions mentioned above. Our results show directly that the integrable models associated with all one- and two-dimensional conformal blocks can be seen as limits of free theory, and manifest a relation between AdS and CFT kinematics that lies outside of the standard AdS/CFT dictionary. We complete the discussion by providing explicit Feynman-like rules that can be used to work out blocks for all topologies.

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3$ or limits thereof. 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One- and two-dimensional higher-point conformal blocks as free-particle wavefunctions in AdS$_3^{\otimes m}$

来源: 12-06

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威尼斯人娱乐场
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威尼斯人娱乐场

时间:2023-12-06 Wed 15:00-16:00

地点:A3-4-312 ZOOM: 559 700 6085(PW: BIMSA)

组织者:Hongfei Shu, Hao Zou, Rui-Dong Zhu

主讲人:Wenjie Ma BIMSA

Abstract

We establish that all of the one- and two-dimensional global conformal blocks are, up to some choice of prefactor, free-particle wavefunctions in tensor products of AdS$_3$ or limits thereof. Our first core observation is that the six-point comb-channel conformal blocks correspond to free-particle wavefunctions on an AdS$_3$ constructed directly in cross-ratio space. This construction generalizes to blocks for a special class of diagrams, which are determined as free-particle wavefunctions in tensor products of AdS$_3$. Conformal blocks for all the remaining topologies are obtained as limits of the free wavefunctions mentioned above. Our results show directly that the integrable models associated with all one- and two-dimensional conformal blocks can be seen as limits of free theory, and manifest a relation between AdS and CFT kinematics that lies outside of the standard AdS/CFT dictionary. We complete the discussion by providing explicit Feynman-like rules that can be used to work out blocks for all topologies.

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conformal blocks are, up to some choice of prefactor, free-particle wavefunctions in tensor products of AdS$_3$ or limits thereof. Our first core observation is that the six-point comb-channel conformal blocks correspond to free-particle wavefunctions on an AdS$_3$ constructed directly in cross-ratio space. This construction generalizes to blocks for a special class of diagrams, which are determined as free-particle wavefunctions in tensor products of AdS$_3$. Conformal blocks for all the remaining topologies are obtained as limits of the free wavefunctions mentioned above. Our results show directly that the integrable models associated with all one- and two-dimensional conformal blocks can be seen as limits of free theory, and manifest a relation between AdS and CFT kinematics that lies outside of the standard AdS/CFT dictionary. 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One- and two-dimensional higher-point conformal blocks as free-particle wavefunctions in AdS$_3^{\otimes m}$

来源: 12-06

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威尼斯人娱乐场

时间:2023-12-06 Wed 15:00-16:00

地点:A3-4-312 ZOOM: 559 700 6085(PW: BIMSA)

组织者:Hongfei Shu, Hao Zou, Rui-Dong Zhu

主讲人:Wenjie Ma BIMSA

Abstract

We establish that all of the one- and two-dimensional global conformal blocks are, up to some choice of prefactor, free-particle wavefunctions in tensor products of AdS$_3$ or limits thereof. Our first core observation is that the six-point comb-channel conformal blocks correspond to free-particle wavefunctions on an AdS$_3$ constructed directly in cross-ratio space. This construction generalizes to blocks for a special class of diagrams, which are determined as free-particle wavefunctions in tensor products of AdS$_3$. Conformal blocks for all the remaining topologies are obtained as limits of the free wavefunctions mentioned above. Our results show directly that the integrable models associated with all one- and two-dimensional conformal blocks can be seen as limits of free theory, and manifest a relation between AdS and CFT kinematics that lies outside of the standard AdS/CFT dictionary. We complete the discussion by providing explicit Feynman-like rules that can be used to work out blocks for all topologies.

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Our first core observation is that the six-point comb-channel conformal blocks correspond to free-particle wavefunctions on an AdS$_3$ constructed directly in cross-ratio space. This construction generalizes to blocks for a special class of diagrams, which are determined as free-particle wavefunctions in tensor products of AdS$_3$. Conformal blocks for all the remaining topologies are obtained as limits of the free wavefunctions mentioned above. Our results show directly that the integrable models associated with all one- and two-dimensional conformal blocks can be seen as limits of free theory, and manifest a relation between AdS and CFT kinematics that lies outside of the standard AdS/CFT dictionary. 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One- and two-dimensional higher-point conformal blocks as free-particle wavefunctions in AdS$_3^{\otimes m}$

来源: 12-06

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时间:2023-12-06 Wed 15:00-16:00

地点:A3-4-312 ZOOM: 559 700 6085(PW: BIMSA)

组织者:Hongfei Shu, Hao Zou, Rui-Dong Zhu

主讲人:Wenjie Ma BIMSA

Abstract

We establish that all of the one- and two-dimensional global conformal blocks are, up to some choice of prefactor, free-particle wavefunctions in tensor products of AdS$_3$ or limits thereof. Our first core observation is that the six-point comb-channel conformal blocks correspond to free-particle wavefunctions on an AdS$_3$ constructed directly in cross-ratio space. This construction generalizes to blocks for a special class of diagrams, which are determined as free-particle wavefunctions in tensor products of AdS$_3$. Conformal blocks for all the remaining topologies are obtained as limits of the free wavefunctions mentioned above. Our results show directly that the integrable models associated with all one- and two-dimensional conformal blocks can be seen as limits of free theory, and manifest a relation between AdS and CFT kinematics that lies outside of the standard AdS/CFT dictionary. We complete the discussion by providing explicit Feynman-like rules that can be used to work out blocks for all topologies.

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3$ constructed directly in cross-ratio space. This construction g...">

威尼斯人娱乐场

清华主页 EN
导航菜单 威尼斯人娱乐场

One- and two-dimensional higher-point conformal blocks as free-particle wavefunctions in AdS$_3^{\otimes m}$

来源: 12-06

威尼斯人娱乐场
威尼斯人娱乐场
威尼斯人娱乐场
威尼斯人娱乐场

时间:2023-12-06 Wed 15:00-16:00

地点:A3-4-312 ZOOM: 559 700 6085(PW: BIMSA)

组织者:Hongfei Shu, Hao Zou, Rui-Dong Zhu

主讲人:Wenjie Ma BIMSA

Abstract

We establish that all of the one- and two-dimensional global conformal blocks are, up to some choice of prefactor, free-particle wavefunctions in tensor products of AdS$_3$ or limits thereof. Our first core observation is that the six-point comb-channel conformal blocks correspond to free-particle wavefunctions on an AdS$_3$ constructed directly in cross-ratio space. This construction generalizes to blocks for a special class of diagrams, which are determined as free-particle wavefunctions in tensor products of AdS$_3$. Conformal blocks for all the remaining topologies are obtained as limits of the free wavefunctions mentioned above. Our results show directly that the integrable models associated with all one- and two-dimensional conformal blocks can be seen as limits of free theory, and manifest a relation between AdS and CFT kinematics that lies outside of the standard AdS/CFT dictionary. We complete the discussion by providing explicit Feynman-like rules that can be used to work out blocks for all topologies.

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