MediaWiki API result
This is the HTML representation of the JSON format. HTML is good for debugging, but is unsuitable for application use.
Specify the format parameter to change the output format. To see the non-HTML representation of the JSON format, set format=json.
See the complete documentation, or the API help for more information.
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{
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"title": "File:Inv red III.pdf",
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"timestamp": "2025-11-12T19:48:28Z",
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"title": "Seminar talk, 10 December 2025",
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"timestamp": "2025-11-03T12:45:06Z",
"comment": "Created page with \"{{Talk | speaker = Vladimir Rubtsov | title = K\u00e4ll\u00e9n function and around. Part 2 | abstract = A continuation of the talk [[Seminar talk, 22 October 2025|on 22 October]]. There are elementary functions that turn out to be\u00a0ubiquitous. The K\u00e4ll\u00e9n function is one of them. Of course, it is incomparably less well-known than the exponential function (although, in a certain sense, it is related to it). Originally arising in \"school-textbooks\" mathematics, the K\u00e4ll\u00e9n fun...\""
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"title": "Seminar talk, 3 December 2025",
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"user": "Verbovet",
"timestamp": "2025-11-01T12:46:01Z",
"comment": "Created page with \"{{Talk | speaker = Maxim Pavlov | title = Isomonodromic deformations and the Tsarev generalized hodograph method | abstract = | video = | slides = | references = {{arXiv|2501.17327}} | 79YY-MM-DD = 7974-87-96 }}\""
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{
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"title": "Seminar talk, 12 November 2025",
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"user": "Verbovet",
"timestamp": "2025-10-31T03:04:50Z",
"comment": "Created page with \"{{Talk | speaker = Konstantin Druzhkov | title = Invariant reduction for PDEs. III: Poisson brackets | abstract = I will show that, under suitable conditions, finite-dimensional systems describing invariant solutions of PDEs inherit local Hamiltonian operators through the mechanism of invariant reduction, which applies uniformly to point, contact, and higher symmetries. The inherited operators endow the reduced systems with Poisson bivectors that relate constants of inva...\""
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"title": "Seminar talk, 5 November 2025",
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"user": "Verbovet",
"timestamp": "2025-10-28T13:11:36Z",
"comment": "Created page with \"{{Talk | speaker = Maxim Grigoriev | title = Gauge PDEs on spaces with asymptotic boundaries | abstract = I plan\u00a0to discuss a general setup for studying the boundary\u00a0structure of gauge fields on spaces with asymptotic boundaries. The main example of this situation is asymptotically-anti-de-Sitter (AdS) or flat gravity and (optionally) gauge fields living on such a background. A suitable tool to study systems of this sort\u00a0 in a geometrical way is the so-called gauge PD...\""
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"title": "File:Seminar 14 oct 2025.pdf",
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"user": "Verbovet",
"timestamp": "2025-10-23T11:08:45Z",
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"title": "File:Seminar 14 oct 2025.pdf",
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"title": "Seminar talk, 29 October 2025",
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"revid": 7758,
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"user": "Verbovet",
"timestamp": "2025-10-19T12:00:03Z",
"comment": "Created page with \"{{Talk | speaker = Georgy Sharygin | title = Van den Berg double Poisson brackets on finite-dimensional algebras | abstract = One of the basic principles of algebraic noncommutative geometry is the condition proposed by Kontsevich and Rosenberg that a \"geometric\" structure on a noncommutative algebra A should generate a similar ordinary, \"commutative\" structure on its representation spaces <math>Rep_d(A)=Hom(A,Mat_d(k))</math>. The concept of \"double Poisson brackets\" wa...\""
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{
"logid": 4537,
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"title": "File:Vitolo IUM2025v2.pdf",
"pageid": 1403,
"logpage": 1403,
"revid": 7755,
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"type": "create",
"action": "create",
"user": "Verbovet",
"timestamp": "2025-10-15T19:41:16Z",
"comment": ""
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