#cft — Public Fediverse posts
Live and recent posts from across the Fediverse tagged #cft, aggregated by home.social.
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Today's Challenge: try to pull apart a #Cloudformation template (because #CFT sucks as an #IaC solution) and build #Terraform from it. Ive been working on this one all day. I mean, I even built #terragrunt hcls around it to deploy it DRY.
But does anyone deal with Cloudformation in AWS accounts and actually have a good opinion about it?
Because I can find NOTHING good about it.
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Today's Challenge: try to pull apart a #Cloudformation template (because #CFT sucks as an #IaC solution) and build #Terraform from it. Ive been working on this one all day. I mean, I even built #terragrunt hcls around it to deploy it DRY.
But does anyone deal with Cloudformation in AWS accounts and actually have a good opinion about it?
Because I can find NOTHING good about it.
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Today's Challenge: try to pull apart a #Cloudformation template (because #CFT sucks as an #IaC solution) and build #Terraform from it. Ive been working on this one all day. I mean, I even built #terragrunt hcls around it to deploy it DRY.
But does anyone deal with Cloudformation in AWS accounts and actually have a good opinion about it?
Because I can find NOTHING good about it.
-
Today's Challenge: try to pull apart a #Cloudformation template (because #CFT sucks as an #IaC solution) and build #Terraform from it. Ive been working on this one all day. I mean, I even built #terragrunt hcls around it to deploy it DRY.
But does anyone deal with Cloudformation in AWS accounts and actually have a good opinion about it?
Because I can find NOTHING good about it.
-
Today's Challenge: try to pull apart a #Cloudformation template (because #CFT sucks as an #IaC solution) and build #Terraform from it. Ive been working on this one all day. I mean, I even built #terragrunt hcls around it to deploy it DRY.
But does anyone deal with Cloudformation in AWS accounts and actually have a good opinion about it?
Because I can find NOTHING good about it.
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#paperOfTheDay is "Bounding scalar operator dimensions in 4D CFT" from 2008.
A conformal field theory (#CFT ) is a #quantumFieldTheory that, in addition to the usual Lorentz symmetry, also has conformal #symmetry (a stronger version of scale invariance). This implies that the 2-point correlation function is a power law, i.e. instead of an arbitrary complicated function of distance, it is fully specified by knowing a single number, the operator's scaling dimension. Moreover, even the 3-point function is fixed once one knows the scaling dimensions of all three operators (where an operator is a polynomial in field variables and derivatives, evaluated at one point) involved in it. This illustrates the enormous importance that scaling dimensions of operators have in a CFT.
Secondly, a CFT allows for an operator product expansion (OPE), where one can rewrite a product of two operators at distinct spacetime points as an infinite sum of operators at only one of the points (morally analogous to a Taylor series for an ordinary function).
The most straightforward operator is the field variable itself. The present paper asks the question: When we know that the field has scaling dimension d, then what can we say about the scaling dimension of the leading operator that appears in the OPE of field x field? By combining the various structural features of the CFT, it turns out that one can find a strict upper bound to the possible scaling dimension of this operator.
The paper is relatively long, but very readable, since it includes detailed reviews and examples of how the various CFT constructions work. Beyond the actual result, it serves as a good introduction to CFT. #physics
https://iopscience.iop.org/article/10.1088/1126-6708/2008/12/031 -
#paperOfTheDay is "Bounding scalar operator dimensions in 4D CFT" from 2008.
A conformal field theory (#CFT ) is a #quantumFieldTheory that, in addition to the usual Lorentz symmetry, also has conformal #symmetry (a stronger version of scale invariance). This implies that the 2-point correlation function is a power law, i.e. instead of an arbitrary complicated function of distance, it is fully specified by knowing a single number, the operator's scaling dimension. Moreover, even the 3-point function is fixed once one knows the scaling dimensions of all three operators (where an operator is a polynomial in field variables and derivatives, evaluated at one point) involved in it. This illustrates the enormous importance that scaling dimensions of operators have in a CFT.
Secondly, a CFT allows for an operator product expansion (OPE), where one can rewrite a product of two operators at distinct spacetime points as an infinite sum of operators at only one of the points (morally analogous to a Taylor series for an ordinary function).
The most straightforward operator is the field variable itself. The present paper asks the question: When we know that the field has scaling dimension d, then what can we say about the scaling dimension of the leading operator that appears in the OPE of field x field? By combining the various structural features of the CFT, it turns out that one can find a strict upper bound to the possible scaling dimension of this operator.
The paper is relatively long, but very readable, since it includes detailed reviews and examples of how the various CFT constructions work. Beyond the actual result, it serves as a good introduction to CFT. #physics
https://iopscience.iop.org/article/10.1088/1126-6708/2008/12/031 -
#paperOfTheDay is "Bounding scalar operator dimensions in 4D CFT" from 2008.
A conformal field theory (#CFT ) is a #quantumFieldTheory that, in addition to the usual Lorentz symmetry, also has conformal #symmetry (a stronger version of scale invariance). This implies that the 2-point correlation function is a power law, i.e. instead of an arbitrary complicated function of distance, it is fully specified by knowing a single number, the operator's scaling dimension. Moreover, even the 3-point function is fixed once one knows the scaling dimensions of all three operators (where an operator is a polynomial in field variables and derivatives, evaluated at one point) involved in it. This illustrates the enormous importance that scaling dimensions of operators have in a CFT.
Secondly, a CFT allows for an operator product expansion (OPE), where one can rewrite a product of two operators at distinct spacetime points as an infinite sum of operators at only one of the points (morally analogous to a Taylor series for an ordinary function).
The most straightforward operator is the field variable itself. The present paper asks the question: When we know that the field has scaling dimension d, then what can we say about the scaling dimension of the leading operator that appears in the OPE of field x field? By combining the various structural features of the CFT, it turns out that one can find a strict upper bound to the possible scaling dimension of this operator.
The paper is relatively long, but very readable, since it includes detailed reviews and examples of how the various CFT constructions work. Beyond the actual result, it serves as a good introduction to CFT. #physics
https://iopscience.iop.org/article/10.1088/1126-6708/2008/12/031 -
#paperOfTheDay is "Bounding scalar operator dimensions in 4D CFT" from 2008.
A conformal field theory (#CFT ) is a #quantumFieldTheory that, in addition to the usual Lorentz symmetry, also has conformal #symmetry (a stronger version of scale invariance). This implies that the 2-point correlation function is a power law, i.e. instead of an arbitrary complicated function of distance, it is fully specified by knowing a single number, the operator's scaling dimension. Moreover, even the 3-point function is fixed once one knows the scaling dimensions of all three operators (where an operator is a polynomial in field variables and derivatives, evaluated at one point) involved in it. This illustrates the enormous importance that scaling dimensions of operators have in a CFT.
Secondly, a CFT allows for an operator product expansion (OPE), where one can rewrite a product of two operators at distinct spacetime points as an infinite sum of operators at only one of the points (morally analogous to a Taylor series for an ordinary function).
The most straightforward operator is the field variable itself. The present paper asks the question: When we know that the field has scaling dimension d, then what can we say about the scaling dimension of the leading operator that appears in the OPE of field x field? By combining the various structural features of the CFT, it turns out that one can find a strict upper bound to the possible scaling dimension of this operator.
The paper is relatively long, but very readable, since it includes detailed reviews and examples of how the various CFT constructions work. Beyond the actual result, it serves as a good introduction to CFT. #physics
https://iopscience.iop.org/article/10.1088/1126-6708/2008/12/031 -
#paperOfTheDay is "Bounding scalar operator dimensions in 4D CFT" from 2008.
A conformal field theory (#CFT ) is a #quantumFieldTheory that, in addition to the usual Lorentz symmetry, also has conformal #symmetry (a stronger version of scale invariance). This implies that the 2-point correlation function is a power law, i.e. instead of an arbitrary complicated function of distance, it is fully specified by knowing a single number, the operator's scaling dimension. Moreover, even the 3-point function is fixed once one knows the scaling dimensions of all three operators (where an operator is a polynomial in field variables and derivatives, evaluated at one point) involved in it. This illustrates the enormous importance that scaling dimensions of operators have in a CFT.
Secondly, a CFT allows for an operator product expansion (OPE), where one can rewrite a product of two operators at distinct spacetime points as an infinite sum of operators at only one of the points (morally analogous to a Taylor series for an ordinary function).
The most straightforward operator is the field variable itself. The present paper asks the question: When we know that the field has scaling dimension d, then what can we say about the scaling dimension of the leading operator that appears in the OPE of field x field? By combining the various structural features of the CFT, it turns out that one can find a strict upper bound to the possible scaling dimension of this operator.
The paper is relatively long, but very readable, since it includes detailed reviews and examples of how the various CFT constructions work. Beyond the actual result, it serves as a good introduction to CFT. #physics
https://iopscience.iop.org/article/10.1088/1126-6708/2008/12/031 -
Wetsvoorstel ter implementatie van de nieuwe Europese antiwitwasregels naar de Raad van State
Het wetsvoorstel waarmee de nieuwe Europese antiwitwasregels worden geïmplementeerd is naar de Raad van State gestuurd. Meer informatie is te vinden op de wetgevingskalenderpagina -
Wetsvoorstel ter implementatie van de nieuwe Europese antiwitwasregels naar de Raad van State
Het wetsvoorstel waarmee de nieuwe Europese antiwitwasregels worden geïmplementeerd is naar de Raad van State gestuurd. Meer informatie is te vinden op de wetgevingskalenderpagina -
Wetsvoorstel ter implementatie van de nieuwe Europese antiwitwasregels naar de Raad van State
Het wetsvoorstel waarmee de nieuwe Europese antiwitwasregels worden geïmplementeerd is naar de Raad van State gestuurd. Meer informatie is te vinden op de wetgevingskalenderpagina -
Wetsvoorstel ter implementatie van de nieuwe Europese antiwitwasregels naar de Raad van State
Het wetsvoorstel waarmee de nieuwe Europese antiwitwasregels worden geïmplementeerd is naar de Raad van State gestuurd. Meer informatie is te vinden op de wetgevingskalenderpagina -
Wetsvoorstel ter implementatie van de nieuwe Europese antiwitwasregels naar de Raad van State
Het wetsvoorstel waarmee de nieuwe Europese antiwitwasregels worden geïmplementeerd is naar de Raad van State gestuurd. Meer informatie is te vinden op de wetgevingskalenderpagina -
Wetsvoorstel implementatie AMLR zorgt er voor dat notarissen binnenkort bij iedere oprichting verscherpt cliëntenonderzoek moeten toepassen | & andere trustdienstenperikelen
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Wetsvoorstel implementatie AMLR zorgt er voor dat notarissen binnenkort bij iedere oprichting verscherpt cliëntenonderzoek moeten toepassen | & andere trustdienstenperikelen
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Wetsvoorstel implementatie AMLR zorgt er voor dat notarissen binnenkort bij iedere oprichting verscherpt cliëntenonderzoek moeten toepassen | & andere trustdienstenperikelen
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Wetsvoorstel implementatie AMLR zorgt er voor dat notarissen binnenkort bij iedere oprichting verscherpt cliëntenonderzoek moeten toepassen | & andere trustdienstenperikelen
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Wetsvoorstel implementatie AMLR zorgt er voor dat notarissen binnenkort bij iedere oprichting verscherpt cliëntenonderzoek moeten toepassen | & andere trustdienstenperikelen
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#CFT Issue 21 is here!
I sit down with filmmaker and #writer @allr to revisit their 2025 essay: "A Strange Stain in the Sky: How Silicon Valley Is Preparing A Coup Against Democracy".
We go over the evolution of the social #Web , the #Fediverse , #siliconValley and its influence in #tech , the #broligarchs and their assault on #Democracy .
Very thankful for Albert joining in!
Listen or read it in the link, or on you #Podcast app of choice.
https://criticalfuture.tech/posts/issue-21-albert-loretta-silicon-valley-democracy/ -
#CFT Issue 21 is here!
I sit down with filmmaker and #writer @allr to revisit their 2025 essay: "A Strange Stain in the Sky: How Silicon Valley Is Preparing A Coup Against Democracy".
We go over the evolution of the social #Web , the #Fediverse , #siliconValley and its influence in #tech , the #broligarchs and their assault on #Democracy .
Very thankful for Albert joining in!
Listen or read it in the link, or on you #Podcast app of choice.
https://criticalfuture.tech/posts/issue-21-albert-loretta-silicon-valley-democracy/ -
#CFT Issue 21 is here!
I sit down with filmmaker and #writer @allr to revisit their 2025 essay: "A Strange Stain in the Sky: How Silicon Valley Is Preparing A Coup Against Democracy".
We go over the evolution of the social #Web , the #Fediverse , #siliconValley and its influence in #tech , the #broligarchs and their assault on #Democracy .
Very thankful for Albert joining in!
Listen or read it in the link, or on you #Podcast app of choice.
https://criticalfuture.tech/posts/issue-21-albert-loretta-silicon-valley-democracy/ -
#CFT Issue 21 is here!
I sit down with filmmaker and #writer @allr to revisit their 2025 essay: "A Strange Stain in the Sky: How Silicon Valley Is Preparing A Coup Against Democracy".
We go over the evolution of the social #Web , the #Fediverse , #siliconValley and its influence in #tech , the #broligarchs and their assault on #Democracy .
Very thankful for Albert joining in!
Listen or read it in the link, or on you #Podcast app of choice.
https://criticalfuture.tech/posts/issue-21-albert-loretta-silicon-valley-democracy/ -
#CFT Issue 21 is here!
I sit down with filmmaker and #writer @allr to revisit their 2025 essay: "A Strange Stain in the Sky: How Silicon Valley Is Preparing A Coup Against Democracy".
We go over the evolution of the social #Web , the #Fediverse , #siliconValley and its influence in #tech , the #broligarchs and their assault on #Democracy .
Very thankful for Albert joining in!
Listen or read it in the link, or on you #Podcast app of choice.
https://criticalfuture.tech/posts/issue-21-albert-loretta-silicon-valley-democracy/ -
How Compassion Transforms the Mind | Paul Gilbert #CFT #Psychology #TWU @[email protected] 5SXDy6Xo9UI
How Compassion Transforms the ... -
Courage and wisdom to address suffering, that's compassion. The ability to deal with setbacks, to fail and come back, is a compassionate position. - Paul Gilbert The Antidote to Shame, Criticism & Trauma | Marianne Trent #CFT #Psychology @[email protected] WOXhljPY558
Compassion: The Antidote to Sh... -
The Three Emotion Regulation Systems In Compassion Focused Therapy | Teresa Lewis #CFT #Psychology HX2N9Z6KKI8
The Three Emotion Regulation S... -
Facing life's difficulties with compassion and courage | Elli Tholouli #Psychology #CFT @[email protected] IVPqGtUOuQ8
Facing life's difficulties wit... -
Introduction to Compassion Focused Therapy | Holly Risdon #CFT #Psychology ZozgSFK-KN4
Introduction to Compassion Foc... -
Η Έλλη Θολούλη είναι ψυχοθεραπεύτρια, εκπαιδεύτρια και επόπτρια στη συγκεκριμένη προσέγγιση. compassioncentre.gr/el/team-memb... Η Συμπόνια Στη Ζωή Μας | Γιατί Όχι #CFT #Evolutionary #Psychology #Neuroscience #Buddhism #Reparenting #PsychoEducation fkXlH8lT_9c
#486 - Η Συμπόνια Στη Ζωή Μας ... -
Compassion is the courage to descend into the reality of human experience | Paul Gilbert The #Evolutionary #Psychology of Compassion #CFT #TWU #Attachment #Behaviourism @[email protected] w2qK3t_Brcc
The Evolutionary Psychology of... -
What is Compassion Focused Therapy #CFT #Psychology @[email protected] eKwNGIFffcU
What is Compassion Focused The... -
Straks weet je bank meer over jou dan de politie — en deelt het met de halve wereld @FTM_nl
#AML #CFThttps://www.ftm.nl/artikelen/door-europese-regelgeving-gaan-banken-meer-aan-surveillance-doen
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Straks weet je bank meer over jou dan de politie — en deelt het met de halve wereld @FTM_nl
#AML #CFThttps://www.ftm.nl/artikelen/door-europese-regelgeving-gaan-banken-meer-aan-surveillance-doen
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Straks weet je bank meer over jou dan de politie — en deelt het met de halve wereld @FTM_nl
#AML #CFThttps://www.ftm.nl/artikelen/door-europese-regelgeving-gaan-banken-meer-aan-surveillance-doen
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Straks weet je bank meer over jou dan de politie — en deelt het met de halve wereld @FTM_nl
#AML #CFThttps://www.ftm.nl/artikelen/door-europese-regelgeving-gaan-banken-meer-aan-surveillance-doen
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Straks weet je bank meer over jou dan de politie — en deelt het met de halve wereld @FTM_nl
#AML #CFThttps://www.ftm.nl/artikelen/door-europese-regelgeving-gaan-banken-meer-aan-surveillance-doen
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RE: https://mastodon.social/@Althaser/115674242119863157
call for testing
Sylve - FreeBSD management plane
At <https://www.reddit.com/r/freebsd/comments/1rpzri3/call_for_testing_sylve_freebsd_management_plane/>, @hayzam wrote:
"We just pushed a big update to Sylve and are doing our first call for testing.
Sylve is an open-source control panel for FreeBSD virtualization and storage, designed to manage bhyve VMs, FreeBSD jails, and ZFS from a modern web UI. Development is currently funded by the FreeBSD Foundation. …"
Docs: https://sylve.io/
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RE: https://mastodon.social/@Althaser/115674242119863157
call for testing
Sylve - FreeBSD management plane
At <https://www.reddit.com/r/freebsd/comments/1rpzri3/call_for_testing_sylve_freebsd_management_plane/>, @hayzam wrote:
"We just pushed a big update to Sylve and are doing our first call for testing.
Sylve is an open-source control panel for FreeBSD virtualization and storage, designed to manage bhyve VMs, FreeBSD jails, and ZFS from a modern web UI. Development is currently funded by the FreeBSD Foundation. …"
Docs: https://sylve.io/
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RE: https://mastodon.social/@Althaser/115674242119863157
call for testing
Sylve - FreeBSD management plane
At <https://www.reddit.com/r/freebsd/comments/1rpzri3/call_for_testing_sylve_freebsd_management_plane/>, @hayzam wrote:
"We just pushed a big update to Sylve and are doing our first call for testing.
Sylve is an open-source control panel for FreeBSD virtualization and storage, designed to manage bhyve VMs, FreeBSD jails, and ZFS from a modern web UI. Development is currently funded by the FreeBSD Foundation. …"
Docs: https://sylve.io/
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RE: https://mastodon.social/@Althaser/115674242119863157
call for testing
Sylve - FreeBSD management plane
At <https://www.reddit.com/r/freebsd/comments/1rpzri3/call_for_testing_sylve_freebsd_management_plane/>, @hayzam wrote:
"We just pushed a big update to Sylve and are doing our first call for testing.
Sylve is an open-source control panel for FreeBSD virtualization and storage, designed to manage bhyve VMs, FreeBSD jails, and ZFS from a modern web UI. Development is currently funded by the FreeBSD Foundation. …"
Docs: https://sylve.io/
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RE: https://mastodon.social/@Althaser/115674242119863157
call for testing
Sylve - FreeBSD management plane
At <https://www.reddit.com/r/freebsd/comments/1rpzri3/call_for_testing_sylve_freebsd_management_plane/>, @hayzam wrote:
"We just pushed a big update to Sylve and are doing our first call for testing.
Sylve is an open-source control panel for FreeBSD virtualization and storage, designed to manage bhyve VMs, FreeBSD jails, and ZFS from a modern web UI. Development is currently funded by the FreeBSD Foundation. …"
Docs: https://sylve.io/
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Finanzüberwachung: Wie die EU-Geldwäsche-Regeln Grundrechte bedrohen
https://friendica.ambag.es/display/e0590d38-1969-ae53-1240-164420213987
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Finanzüberwachung: Wie die EU-Geldwäsche-Regeln Grundrechte bedrohen
https://friendica.ambag.es/display/e0590d38-1969-ae53-1240-164420213987
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Finanzüberwachung: Wie die EU-Geldwäsche-Regeln Grundrechte bedrohen
https://friendica.ambag.es/display/e0590d38-1969-ae53-1240-164420213987
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Finanzüberwachung: Wie die EU-Geldwäsche-Regeln Grundrechte bedrohen
https://friendica.ambag.es/display/e0590d38-1969-ae53-1240-164420213987
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Finanzüberwachung: Wie die EU-Geldwäsche-Regeln Grundrechte bedrohen
https://friendica.ambag.es/display/e0590d38-1969-ae53-1240-164420213987
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Latest Status of Iran’s Case Progress at the FATF Plenary
WANA (Feb 14) – The Public Relations Office of Iran’s Financial Intelligence Center has issued a statement outlining…
#Conflict #Conflicts #War #cft #FATF #Iran
https://www.europesays.com/2778075/ -
Schimbarea nu e linie dreaptă. E spirală: revii cu mai multă claritate. Încearcă „busola compasiunii“ 5 min dimineața.
#Compasiune #Psihologie #Rezolutii #CFT #Autocunoastere
🔗 https://buff.ly/w97pP9m -
Call for testing KDE installer dialogs
<https://gitlab.com/alfix/kde-installer-dialogs/-/blob/main/cft.md> | <https://github.com/alfonsosiciliano/kde-installer-dialogs/blob/main/cft.md> @alfonsosiciliano
<https://lists.freebsd.org/archives/freebsd-desktop/2026-January/007438.html> | <https://www.reddit.com/r/freebsd/comments/1qihyal/call_for_testing_kde_installer_dialogs_alfonso/>
Cc @kde @kdedude @FreeBSDFoundation
#CFT #KDE #Plasma #desktop #FreeBSD #installer #install #bsdinstall
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Call for testing KDE installer dialogs
<https://gitlab.com/alfix/kde-installer-dialogs/-/blob/main/cft.md> | <https://github.com/alfonsosiciliano/kde-installer-dialogs/blob/main/cft.md> @alfonsosiciliano
<https://lists.freebsd.org/archives/freebsd-desktop/2026-January/007438.html> | <https://www.reddit.com/r/freebsd/comments/1qihyal/call_for_testing_kde_installer_dialogs_alfonso/>
Cc @kde @kdedude @FreeBSDFoundation
#CFT #KDE #Plasma #desktop #FreeBSD #installer #install #bsdinstall
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Call for testing KDE installer dialogs
<https://gitlab.com/alfix/kde-installer-dialogs/-/blob/main/cft.md> | <https://github.com/alfonsosiciliano/kde-installer-dialogs/blob/main/cft.md> @alfonsosiciliano
<https://lists.freebsd.org/archives/freebsd-desktop/2026-January/007438.html> | <https://www.reddit.com/r/freebsd/comments/1qihyal/call_for_testing_kde_installer_dialogs_alfonso/>
Cc @kde @kdedude @FreeBSDFoundation
#CFT #KDE #Plasma #desktop #FreeBSD #installer #install #bsdinstall
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Call for testing KDE installer dialogs
<https://gitlab.com/alfix/kde-installer-dialogs/-/blob/main/cft.md> | <https://github.com/alfonsosiciliano/kde-installer-dialogs/blob/main/cft.md> @alfonsosiciliano
<https://lists.freebsd.org/archives/freebsd-desktop/2026-January/007438.html> | <https://www.reddit.com/r/freebsd/comments/1qihyal/call_for_testing_kde_installer_dialogs_alfonso/>
Cc @kde @kdedude @FreeBSDFoundation
#CFT #KDE #Plasma #desktop #FreeBSD #installer #install #bsdinstall
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Call for testing KDE installer dialogs
<https://gitlab.com/alfix/kde-installer-dialogs/-/blob/main/cft.md> | <https://github.com/alfonsosiciliano/kde-installer-dialogs/blob/main/cft.md> @alfonsosiciliano
<https://lists.freebsd.org/archives/freebsd-desktop/2026-January/007438.html> | <https://www.reddit.com/r/freebsd/comments/1qihyal/call_for_testing_kde_installer_dialogs_alfonso/>
Cc @kde @kdedude @FreeBSDFoundation
#CFT #KDE #Plasma #desktop #FreeBSD #installer #install #bsdinstall