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# {{wang19a}} Since 14:57 on {{thisday|31|December|2023}} for its fundamental and extremely clean characterization of a [[2LS]]. | # {{wang19a}} Since 14:57 on {{thisday|31|December|2023}} for its fundamental and extremely clean characterization of a [[2LS]]. | ||
− | # <small><s>{{meuret15a}} Since 16:01 on {{thisday|31|December|2023}}, for their $1/N$ analysis of the [[antibunching]] of $N$ emitters. {{done| | + | # <small><s>{{meuret15a}} Since 16:01 on {{thisday|31|December|2023}}, for their $1/N$ analysis of the [[antibunching]] of $N$ emitters. {{done|10:04 on {{thisday|12|January|2024}}}}</s></small> |
# <small><s>{{boll20a}} Since 16:02 on {{thisday|31|December|2023}} for their flat $g^{(2)}(\tau)$ (see Fig. 3). {{done|09:37 on {{thisday|9|January|2024}}}}</s></small> | # <small><s>{{boll20a}} Since 16:02 on {{thisday|31|December|2023}} for their flat $g^{(2)}(\tau)$ (see Fig. 3). {{done|09:37 on {{thisday|9|January|2024}}}}</s></small> | ||
# <small><s>{{kurtsiefer00a}} Since 16:07 on {{thisday|31|December|2023}}. {{done|19:00 on {{thisday|31|December|2023}}}}</s></small> | # <small><s>{{kurtsiefer00a}} Since 16:07 on {{thisday|31|December|2023}}. {{done|19:00 on {{thisday|31|December|2023}}}}</s></small> | ||
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# <small><s>{{berthel15a}} Since 19:41 on {{thisday|31|December|2023}} for further details their model for $g^{(2)}$ {{done|22:44 on {{thisday|11|January|2024}}}}</s></small>. | # <small><s>{{berthel15a}} Since 19:41 on {{thisday|31|December|2023}} for further details their model for $g^{(2)}$ {{done|22:44 on {{thisday|11|January|2024}}}}</s></small>. | ||
# {{poisson_book1837a}} Since 18:29 on {{thisday|1|January|2024}} ‒ classic. | # {{poisson_book1837a}} Since 18:29 on {{thisday|1|January|2024}} ‒ classic. | ||
− | # <small><s>{{pegg86a}} for their quantum model producing bunching elbows Since 19:43 on {{thisday|1|January|2024}}. {{done|22:23 on {{thisday|8|January|2024}}}}</s></small> | + | # <small><s>{{pegg86a}} for their quantum model producing bunching elbows Since 19:43 on {{thisday|1|January|2024}}. {{done|22:23 on {{thisday|8|January|2024}}}}</s></small> |
# <small><s>{{mermin81a}} Since 12:43 on {{thisday|2|January|2024}} — one of the most beautiful papers of physics according to [[Feynman]] {{done|14:15 on {{thisday|2|January|2024}}}}</s></small> | # <small><s>{{mermin81a}} Since 12:43 on {{thisday|2|January|2024}} — one of the most beautiful papers of physics according to [[Feynman]] {{done|14:15 on {{thisday|2|January|2024}}}}</s></small> | ||
# <small><s>{{mermin85a}} Since 10:25 on {{thisday|2|January|2024}} The polished version of the above (with a cameo by Feynman). {{done|12:58 on {{thisday|2|January|2024}}}}</s></small> | # <small><s>{{mermin85a}} Since 10:25 on {{thisday|2|January|2024}} The polished version of the above (with a cameo by Feynman). {{done|12:58 on {{thisday|2|January|2024}}}}</s></small> | ||
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# {{proietti19a}} Since 14:26 on {{thisday|10|January|2024}} on an experimental implementation of Wigner's friend. | # {{proietti19a}} Since 14:26 on {{thisday|10|January|2024}} on an experimental implementation of Wigner's friend. | ||
# {{frauchiger18a}} Since 15:27 on {{thisday|10|January|2024}} on a no-go theorem for Wigner's friend. | # {{frauchiger18a}} Since 15:27 on {{thisday|10|January|2024}} on a no-go theorem for Wigner's friend. | ||
− | # {{brukner18a}} Since 15:52 on {{thisday|10|January|2024}} on the paper which apparently started the | + | # {{brukner18a}} Since 15:52 on {{thisday|10|January|2024}} on the paper which apparently started the renewal of the Wigner frenzy. |
− | # {{meuret15a}} Since 16:01 on {{thisday|31|December|2023}}, for their $1/N$ analysis of the [[antibunching]] of $N$ emitters. {{done| | + | # {{bong20a}} Since 15:52 on {{thisday|10|January|2024}} another no-go approach (implementation) of Wigner's friend. |
+ | |||
+ | As well as those I did finally read: | ||
+ | |||
+ | # {{kurtsiefer00a}} Since 16:07 on {{thisday|31|December|2023}}. {{done|19:00 on {{thisday|31|December|2023}}}} | ||
+ | # {{mermin85a}} Since 10:25 on {{thisday|2|January|2024}} The polished version of the one below (with a cameo by Feynman). {{done|12:58 on {{thisday|2|January|2024}}}} | ||
+ | # {{mermin81a}} Since 12:43 on {{thisday|2|January|2024}} — one of the most beautiful papers of physics according to [[Feynman]] {{done|14:15 on {{thisday|2|January|2024}}}} | ||
+ | # {{peres05a}} Since 13:43 on {{thisday|4|January|2024}}. {{done|15:47 on {{thisday|4|January|2024}}}} | ||
+ | # {{espagnat79a}} Since 13:20 on {{thisday|2|January|2024}} for being the inspiration of the above! {{done|11:30 on {{thisday|8|January|2024}}}} | ||
+ | # {{pegg86a}} for their quantum model producing bunching elbows Since 19:43 on {{thisday|1|January|2024}}. {{done|22:23 on {{thisday|8|January|2024}}}} | ||
+ | # {{boll20a}} Since 16:02 on {{thisday|31|December|2023}} for their flat $g^{(2)}(\tau)$ (see Fig. 3). {{done|09:37 on {{thisday|9|January|2024}}}} | ||
+ | # {{neu12a}} Since 19:26 on {{thisday|31|December|2023}} for further details on shelving dynamics on $g^{(2)}$. {{done|11:40 on {{thisday|9|January|2024}}}} | ||
+ | # {{fleury00a}} Since 08:33 on {{thisday|9|January|2024}} for $g^{(2)}$ and their modelling of multi-level relaxations. {{done|13:12 on {{thisday|9|January|2024}}}} | ||
+ | # {{nothaft12a}} Since 19:28 on {{thisday|31|December|2023}} for further details their model for $g^{(2)}$. {{done|18:56 on {{thisday|9|January|2024}}}} was not a necessary read (poorly screened). | ||
+ | # {{davanco14a}} Since 19:31 on {{thisday|31|December|2023}} for details on their very elaborate rate-equation description of $g^{(2)}$. {{done|19:11 on {{thisday|11|January|2024}}}}. | ||
+ | # {{berthel15a}} Since 19:41 on {{thisday|31|December|2023}} for further details their model for $g^{(2)}$ {{done|22:44 on {{thisday|11|January|2024}}}} | ||
+ | # {{meuret15a}} Since 16:01 on {{thisday|31|December|2023}}, for their $1/N$ analysis of the [[antibunching]] of $N$ emitters. {{done|10:04 on {{thisday|12|January|2024}}}} | ||
+ | |||
+ | == References == | ||
+ | <references/> |
Si l’on mettait d’un côté ce qu’il a ingurgité durant sa vie et de l’autre ce qu’il a rendu par le haut et par le bas, cela ferait deux énormes tas. C’est ainsi qu’il se présentera un jour devant Dieu, avec ses deux tas, l’un à sa droite, l’autre à sa gauche.—Nikos Kazantzakis dans «Le Christ Recrucifié» (Ο Χριστός Ξανασταυρώνεται)
From 31 December (2023) onward, I'm starting the new "tradition" of keeping track of the papers I need to read. By "read" I mean, really, "study" in some depth (skimming through a paper is the lot of the researcher), and typically record a summary and/or thoughts/comments on the work itself (which can be accessed by clicking on the title).
As well as those I did finally read: