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1000 results for “nilesh”
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End the new year with a clang! (and a tax deduction!)
We are fundraising to purchase a #Fotoplayer--a fantastic #PlayerPiano (it also has a keyboard so it can be played by our talented accompanists) with a range of different voices and sound effects--it's designed especially for #SilentMovie theaters. It's a local product, too, built in Berkeley, CA.
Here's a demo of the machine in action: https://www.youtube.com/watch?v=l8m-Qmti1ug
More videos and a donation link here: https://nilesfilmmuseum.org/?tv=6391263150735360&to=6412761049595904
If you'd like to donate but want to avoid PayPal fees, you can write a check directly to the museum. Make checks payable to NESFM and write on the memo line--Fotoplayer. Also include a note with your name & email so you can be contacted about the premiere screening with the Fotoplayer after it is installed. Mail checks to:
Niles Essanay Silent Film Museum
37417 Niles Blvd
Fremont, CA 94536Thanks for your support!
For questions or comments, email us at
[email protected] -
JOIN US for GIVING TUESDAY!
GivingTuesday and year-end fundraiser for Niles Essanay Silent Film Museum
https://nilesfilmmuseum.org/?tv=6391263150735360&to=5056327162527744
#SilentFilm #GivingTuesday #HistoricPreservation #Niles #Fotoplayer #FilmHistory #GivingTuesday2024
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@nilshartmann #wjax #react Guten Morgen Nils, ich habe auf der wjax deinen unterhaltsamen und sehr informativen Talk zu Neuigkeiten in React gesehen. Irgendwie scheint der Foliensatz bei Entwickler.de noch nicht zur Verfügung zu stehen. Ich würde das gerne unserem React-Spezialisten zeigen wollen, weil mir einiges daran gut gefallen hat. Wäre es möglich, dass du mir die Folien zukommen lässt?
Liebe Grüße -
Niles Crane: Thanksgiving Chef de Cuisine at Seattle’s Union Gospel Mission men’s shelter
Niles was allowed to devise his own community service in consideration of his childhood with his older brother Frasier.
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@gutenberg_org We are working on bringing a #Fotoplayer back to its native environment--a Silent Movie Theater!
https://nilesfilmmuseum.org/?tv=6391263150735360&to=6412761049595904
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@JourneysInFilm @museums We're a museum! And a movie theater!
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Taking my mind off my film misadventures by editing some shots from earlier this week. Gotta love a midwestern high school.
📷 Fujifilm X-E2S
🔍 TTArtisan AF27mm f/2.7 -
Nikesh Arora on Why Palo Alto Networks Is Buying IBM QRadar – Source: www.databreachtoday.com https://ciso2ciso.com/nikesh-arora-on-why-palo-alto-networks-is-buying-ibm-qradar-source-www-databreachtoday-com/ #rssfeedpostgeneratorecho #CyberSecurityNews #DataBreachToday #DataBreachToday #Nikesh #Arora
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Nikesh Arora on Why Palo Alto Networks Is Buying IBM QRadar – Source: www.databreachtoday.com https://ciso2ciso.com/nikesh-arora-on-why-palo-alto-networks-is-buying-ibm-qradar-source-www-databreachtoday-com/ #rssfeedpostgeneratorecho #CyberSecurityNews #DataBreachToday #DataBreachToday #Nikesh #Arora
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Nikesh Arora on Why Palo Alto Networks Is Buying IBM QRadar – Source: www.databreachtoday.com https://ciso2ciso.com/nikesh-arora-on-why-palo-alto-networks-is-buying-ibm-qradar-source-www-databreachtoday-com/ #rssfeedpostgeneratorecho #CyberSecurityNews #DataBreachToday #DataBreachToday #Nikesh #Arora
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Nikesh Arora on Why Palo Alto Networks Is Buying IBM QRadar – Source: www.databreachtoday.com https://ciso2ciso.com/nikesh-arora-on-why-palo-alto-networks-is-buying-ibm-qradar-source-www-databreachtoday-com/ #rssfeedpostgeneratorecho #CyberSecurityNews #DataBreachToday #DataBreachToday #Nikesh #Arora
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2 Tage #React auf der #EnterJS:
viele Leute, viele Gespräche, viel Spaß 😊Slides und Code:
👉 "Workshop: Moderne Pattern mit React 19" https://nilshartmann.net/t/moderne-pattern-mit-react-19-in-der-praxis-enter-js
👉 "State of React 2024" (TanStack Router und TanStack Query) https://nilshartmann.net/t/state-of-react-2024-enter-js
Bis zum nächsten Mal!
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Saturday, March 16, 7:30pm
COMEDY SHORTS NIGHT
Greg Pane, Piano Accompaniment
THE FLOORWALKER (1916, Lonestar, 35mm) #CharlieChaplin
CONVICT 13 (1920, Comique) #BusterKeaton
ANYTHING ONCE (1928, Hal Roach) #MabelNormand
THAT’S MY WIFE (1929, Hal Roach) #LaurelAndHardy
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@nilshenrik Akk, nu prøve æ å huske anekdoten fra bedehuset i Seida kor moralen va nokka sånt som at «visst e Gud god, men dokker treng nu oksygen også!», så det hadde jo vært gøyalt å overvære litt dånedimping. Men om æ en dag planlegg en faktisk Stavanger-reise skal æ legge inn besøk på Jæren, æ love! Kanskje æ kan ta #Sørlandsbanen 🤩
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'My favourite course' - Hintermann lands downhill success in Kvitfjell
https://www.eurosport.com/alpine-skiing/kvitfjell-1/2023-2024/niels-hintermann-lands-downhill-success-as-marco-odermatt-struggles-to-finish-fifth-in-kvitfjell-my-_sto10027344/story.shtml
#NielsHintermann #AlpineSkiing #Kvitfjell #Eurosport -
New paper 🎉🎉
About coherence 🥱💤⁉️joint work with Nick Gurski
https://arxiv.org/abs/2312.11261The title is:
Universal pseudomorphisms, [*deep breath*]
with applications to diagrammatic coherence for braided and symmetric monoidal functors 🙃😸I've always thought coherence theorems sound boring, but actually they're good! In this paper we take a problem that is hard (coherence for structured functors), do a *bunch* of really abstract stuff (2-monad theory), and come out with a solution that makes your life* significantly better.
[*Here, "your life" means the part of your life you spend checking diagrams of braided monoidal functors. Or, more generally, pseudomorphisms for algebras over a 2-monad.]
Almost 1/5 of this paper is dedicated to real, genuine examples, and that's what I want to focus on below. I'll say just a bit about the more abstract machinery on which the examples are based. If you've been following along, this is the culmination of my series "weird facts about monoidal functors and coherence" [1,2,3,4].
[1] https://mathstodon.xyz/@nilesjohnson/110741323263984146
[2] https://mathstodon.xyz/@nilesjohnson/110876487813747736
[3] https://mathstodon.xyz/@nilesjohnson/110979458364785667
[4] https://mathstodon.xyz/@nilesjohnson/111070640771166081#CategoryTheory #MonoidalFunctor #Coherence #Braided #Symmetric #PseudomorphismClassifier
(1/14)
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New paper 🎉🎉
About coherence 🥱💤⁉️joint work with Nick Gurski
https://arxiv.org/abs/2312.11261The title is:
Universal pseudomorphisms, [*deep breath*]
with applications to diagrammatic coherence for braided and symmetric monoidal functors 🙃😸I've always thought coherence theorems sound boring, but actually they're good! In this paper we take a problem that is hard (coherence for structured functors), do a *bunch* of really abstract stuff (2-monad theory), and come out with a solution that makes your life* significantly better.
[*Here, "your life" means the part of your life you spend checking diagrams of braided monoidal functors. Or, more generally, pseudomorphisms for algebras over a 2-monad.]
Almost 1/5 of this paper is dedicated to real, genuine examples, and that's what I want to focus on below. I'll say just a bit about the more abstract machinery on which the examples are based. If you've been following along, this is the culmination of my series "weird facts about monoidal functors and coherence" [1,2,3,4].
[1] https://mathstodon.xyz/@nilesjohnson/110741323263984146
[2] https://mathstodon.xyz/@nilesjohnson/110876487813747736
[3] https://mathstodon.xyz/@nilesjohnson/110979458364785667
[4] https://mathstodon.xyz/@nilesjohnson/111070640771166081#CategoryTheory #MonoidalFunctor #Coherence #Braided #Symmetric #PseudomorphismClassifier
(1/14)
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New paper 🎉🎉
About coherence 🥱💤⁉️joint work with Nick Gurski
https://arxiv.org/abs/2312.11261The title is:
Universal pseudomorphisms, [*deep breath*]
with applications to diagrammatic coherence for braided and symmetric monoidal functors 🙃😸I've always thought coherence theorems sound boring, but actually they're good! In this paper we take a problem that is hard (coherence for structured functors), do a *bunch* of really abstract stuff (2-monad theory), and come out with a solution that makes your life* significantly better.
[*Here, "your life" means the part of your life you spend checking diagrams of braided monoidal functors. Or, more generally, pseudomorphisms for algebras over a 2-monad.]
Almost 1/5 of this paper is dedicated to real, genuine examples, and that's what I want to focus on below. I'll say just a bit about the more abstract machinery on which the examples are based. If you've been following along, this is the culmination of my series "weird facts about monoidal functors and coherence" [1,2,3,4].
[1] https://mathstodon.xyz/@nilesjohnson/110741323263984146
[2] https://mathstodon.xyz/@nilesjohnson/110876487813747736
[3] https://mathstodon.xyz/@nilesjohnson/110979458364785667
[4] https://mathstodon.xyz/@nilesjohnson/111070640771166081#CategoryTheory #MonoidalFunctor #Coherence #Braided #Symmetric #PseudomorphismClassifier
(1/14)
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New paper 🎉🎉
About coherence 🥱💤⁉️joint work with Nick Gurski
https://arxiv.org/abs/2312.11261The title is:
Universal pseudomorphisms, [*deep breath*]
with applications to diagrammatic coherence for braided and symmetric monoidal functors 🙃😸I've always thought coherence theorems sound boring, but actually they're good! In this paper we take a problem that is hard (coherence for structured functors), do a *bunch* of really abstract stuff (2-monad theory), and come out with a solution that makes your life* significantly better.
[*Here, "your life" means the part of your life you spend checking diagrams of braided monoidal functors. Or, more generally, pseudomorphisms for algebras over a 2-monad.]
Almost 1/5 of this paper is dedicated to real, genuine examples, and that's what I want to focus on below. I'll say just a bit about the more abstract machinery on which the examples are based. If you've been following along, this is the culmination of my series "weird facts about monoidal functors and coherence" [1,2,3,4].
[1] https://mathstodon.xyz/@nilesjohnson/110741323263984146
[2] https://mathstodon.xyz/@nilesjohnson/110876487813747736
[3] https://mathstodon.xyz/@nilesjohnson/110979458364785667
[4] https://mathstodon.xyz/@nilesjohnson/111070640771166081#CategoryTheory #MonoidalFunctor #Coherence #Braided #Symmetric #PseudomorphismClassifier
(1/14)
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New paper 🎉🎉
About coherence 🥱💤⁉️joint work with Nick Gurski
https://arxiv.org/abs/2312.11261The title is:
Universal pseudomorphisms, [*deep breath*]
with applications to diagrammatic coherence for braided and symmetric monoidal functors 🙃😸I've always thought coherence theorems sound boring, but actually they're good! In this paper we take a problem that is hard (coherence for structured functors), do a *bunch* of really abstract stuff (2-monad theory), and come out with a solution that makes your life* significantly better.
[*Here, "your life" means the part of your life you spend checking diagrams of braided monoidal functors. Or, more generally, pseudomorphisms for algebras over a 2-monad.]
Almost 1/5 of this paper is dedicated to real, genuine examples, and that's what I want to focus on below. I'll say just a bit about the more abstract machinery on which the examples are based. If you've been following along, this is the culmination of my series "weird facts about monoidal functors and coherence" [1,2,3,4].
[1] https://mathstodon.xyz/@nilesjohnson/110741323263984146
[2] https://mathstodon.xyz/@nilesjohnson/110876487813747736
[3] https://mathstodon.xyz/@nilesjohnson/110979458364785667
[4] https://mathstodon.xyz/@nilesjohnson/111070640771166081#CategoryTheory #MonoidalFunctor #Coherence #Braided #Symmetric #PseudomorphismClassifier
(1/14)
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@nilshenrik Så mykje som du har vore på #sørlandsbanen i det siste, må du verkeleg elska tog.
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𝗡𝗶𝗹𝗲𝘀 𝘂𝗶𝘁 𝗵𝗶𝘁𝘀𝗲𝗿𝗶𝗲 𝗙𝗿𝗮𝘀𝗶𝗲𝗿 𝗹𝗲𝗴𝘁 𝘂𝗶𝘁 𝘄𝗮𝗮𝗿𝗼𝗺 𝗵𝗶𝗷 𝗻𝗶𝗲𝘁 𝗺𝗲𝗲𝘄𝗲𝗿𝗸𝘁 𝗮𝗮𝗻 𝗿𝗲𝗯𝗼𝗼𝘁
Veel series van vroeger worden nieuw leven ingeblazen, zo ook de Amerikaanse comedyserie 'Frasier'. Hoofdrolspeler Kelsey Grammer (68) is natuurlijk van de partij, maar de acteur die zijn broertje Niles speelde dan weer niet. In gesprek met 'LA Times' vertelt acteur David Hyde...
https://www.rtlnieuws.nl/entertainment/artikel/5424086/niles-hitserie-frasier-niet-reboot-waarom
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“#ChatGPT could never tell a joke about being molested.
“You need the #human touch.”
https://www.netflix.com/us/title/81691506?s=i&trkid=14170286&vlang=en&clip=81735094
🧵
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“I’m gonna pray to Allah, that your son is gay.”
https://www.netflix.com/us/title/81691506?s=i&trkid=14170286&vlang=en&clip=81735094
🧵
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Nikesh Arora on Why Palo Alto Networks Is Buying Talon, Dig – Source: www.govinfosecurity.com https://ciso2ciso.com/nikesh-arora-on-why-palo-alto-networks-is-buying-talon-dig-source-www-govinfosecurity-com/ #rssfeedpostgeneratorecho #govinfosecuritycom #CyberSecurityNews #Nikesh #Arora
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Nikesh Arora on Why Palo Alto Networks Is Buying Talon, Dig – Source: www.govinfosecurity.com https://ciso2ciso.com/nikesh-arora-on-why-palo-alto-networks-is-buying-talon-dig-source-www-govinfosecurity-com/ #rssfeedpostgeneratorecho #govinfosecuritycom #CyberSecurityNews #Nikesh #Arora
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Lee Badman critical initial impressions of the upcoming Mobility Field 10, focusing on Nile's Networking as a Service #NileSecure #WiredNot #MFD10 https://wirednot.wordpress.com/2023/11/08/nile-pushes-gugoraas-give-us-guaranteed-ongoing-revenue-as-a-service/
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If you've been following my weird monoidal functor / coherence posts [1,2,3,4]... we are really getting close to finishing this project! It could be a matter of weeks. I'm excited because this project contains a cool blend of some mind-wringing 2-monad theory, followed by some (imo) genuinely useful applications to symmetric/braided monoidal functors, and then some real, detailed, actual examples. The doubling functor I mentioned a while back makes an appearance, along with (if we finally have it figured out, and we don't have to cut it) their even weirder friend, quadrupling!
We're working on getting the introduction and examples to be as clear as possible for readers who want to skip all of the not-entirely-easy middle part. I'm looking forward to saying more about it :)
[1] https://mathstodon.xyz/@nilesjohnson/110741323263984146
[2] https://mathstodon.xyz/@nilesjohnson/110876487813747736
[3] https://mathstodon.xyz/@nilesjohnson/110979458364785667
[4] https://mathstodon.xyz/@nilesjohnson/111070640771166081#CategoryTheory
#Monad #MonoidalFunctor #PseudomorphismClassifier -
If you've been following my weird monoidal functor / coherence posts [1,2,3,4]... we are really getting close to finishing this project! It could be a matter of weeks. I'm excited because this project contains a cool blend of some mind-wringing 2-monad theory, followed by some (imo) genuinely useful applications to symmetric/braided monoidal functors, and then some real, detailed, actual examples. The doubling functor I mentioned a while back makes an appearance, along with (if we finally have it figured out, and we don't have to cut it) their even weirder friend, quadrupling!
We're working on getting the introduction and examples to be as clear as possible for readers who want to skip all of the not-entirely-easy middle part. I'm looking forward to saying more about it :)
[1] https://mathstodon.xyz/@nilesjohnson/110741323263984146
[2] https://mathstodon.xyz/@nilesjohnson/110876487813747736
[3] https://mathstodon.xyz/@nilesjohnson/110979458364785667
[4] https://mathstodon.xyz/@nilesjohnson/111070640771166081#CategoryTheory
#Monad #MonoidalFunctor #PseudomorphismClassifier -
If you've been following my weird monoidal functor / coherence posts [1,2,3,4]... we are really getting close to finishing this project! It could be a matter of weeks. I'm excited because this project contains a cool blend of some mind-wringing 2-monad theory, followed by some (imo) genuinely useful applications to symmetric/braided monoidal functors, and then some real, detailed, actual examples. The doubling functor I mentioned a while back makes an appearance, along with (if we finally have it figured out, and we don't have to cut it) their even weirder friend, quadrupling!
We're working on getting the introduction and examples to be as clear as possible for readers who want to skip all of the not-entirely-easy middle part. I'm looking forward to saying more about it :)
[1] https://mathstodon.xyz/@nilesjohnson/110741323263984146
[2] https://mathstodon.xyz/@nilesjohnson/110876487813747736
[3] https://mathstodon.xyz/@nilesjohnson/110979458364785667
[4] https://mathstodon.xyz/@nilesjohnson/111070640771166081#CategoryTheory
#Monad #MonoidalFunctor #PseudomorphismClassifier