#Boëge
Thomas Lindner, der die "FAZ" seit 2014 als Vorsitzender der Geschäftsführung geleitet hat, ist nicht länger im Amt. Die Nachfolge tritt 2027 Johannes Boege an, bislang stellvertretender CEO der "NZZ".
"FAZ": Lindner geht von Bord, "NZZ"-Vize Boege übernimmt
Thomas Lindner, der die "FAZ" seit 2014 als Vorsitzender der Geschäftsführung geleitet hat, ist nicht länger im Amt. Die Nachfolge tritt 2027 Johannes Boege an, bislang stellvertretender CEO der "NZZ".
dlvr.it
July 6, 2026 at 10:53 AM
Miss Minnesota contestants (1945)
Source: Hennepin County Library

Contestants from metro area for Miss Minnesota. L to R: Siewert, Tenold, Quast, Spiess, Boege.
June 8, 2025 at 5:30 PM
I found this lovely, hardwood frame and decided i would do really well for the “Witches of La Boëge”
Pen & ink original
Behind glas
Frame size 29cm x 21cm/11.4”x8.3”
In pre sale for 95€/105$US/80£ + shipping costs (20€ Europe/35€ ouside Europe)
Drawing in comments
February 17, 2025 at 1:46 PM
Ahrensburg für Demokratie, Respekt und Freiheit! Bürgermeister Eckard Boege dankt den Bürger*innen für das Zeichen gegen Rechtsextremismus #omasgegenrechts #noAfD
February 24, 2024 at 10:27 AM
Tobias Boege and Geva Yashfe: Recognizing Algebraic Matroids Is Undecidable
Algebraic Matroids are Undecidable Tobias Boege and Geva Yashfe have posted a remarkable paper, _Recognition of algebraic matroids is undecidable_. It brings together matroid theory, algebraic geometry, model theory, and undecidability. An algebraic matroid abstracts algebraic independence in a field extension . If the elements of are represented by elements of , the rank of a subset is the transcendence degree over of the field generated by its representatives. In characteristic zero, Ingleton proved in 1971 that every algebraic matroid is linear over an appropriate extension field. In positive characteristic, however, algebraic matroids include examples that are not linear over _any_ field. In 1975, Ingleton and Main showed that non-algebraic matroids exist: their example was the Vámos matroid , which violates an extension property of algebraic matroids. The class of algebraic matroids is closed under matroid union and truncation; Lindström later constructed infinitely many excluded minors. **Boege and Yashfe prove that:** 1. There is no algorithm that takes as input a finite matroid and decides whether it is algebraic in any given positive characteristic . 2. There is no algorithm that decides whether a finite matroid is algebraic over _some_ field, with no restriction on the characteristic. The contrast with characteristic zero is striking: recognizing algebraic matroids in characteristic zero is decidable, because there algebraic and linear matroids coincide. Recognizing whether a matroid has a particular sort of realization is a central question in matroid theory. One precursor is Mnëv’s universality theorem: realization spaces of oriented matroids can model arbitrary primary semialgebraic sets, and the associated realizability problem is complete for the existential theory of the reals. Another is work of Lukas Kühne and Geva Yashfe showing that _multilinear representability_ is undecidable: there is no algorithm to determine whether a matroid can be represented by a -arrangement of vector subspaces for _some_ positive integer . Here is a very rough glimpse of the new proof. Classical von Staudt constructions turn incidences of points and lines in a projective plane into equations for their coordinates. The group configuration theorem of Hrushovski and Zilber, together with work of Evans and Hrushovski, allows Boege and Yashfe to recover suitable projective planes from patterns of algebraic dependence. A central difficulty is to identify the Frobenius map using only information recorded by a matroid. They do this by connecting the additive and multiplicative algebraic groups through the affine group. In the resulting structure, the operations commuting with Frobenius give a copy of the rational function field , with distinguished. The authors then translate solvability of equations over this field into algebraic realizability of finite matroids. The necessary undecidability theorem for equations over is due to Pheidas for odd and Videla for . What is the Vámos matroid? The **Vámos matroid** has rank four on eight elements. Here is a concrete description. Divide its elements into four pairs . Every set of at most three elements is independent. Among the 70 four-element sets, exactly five are dependent: The conspicuous exception is , which is **independent**. Every other four-element set is independent as well, and therefore a basis. The five dependent four-element sets are called _circuit-hyperplanes_. Why does this example matter here? Ingleton and Main showed that this pattern cannot arise from algebraic dependence among elements of a field extension: under the stated rank conditions, dependence of the five listed unions would force to be dependent too. Thus is **not algebraic over any field**. What does the word **conspicuous** mean? **Conspicuous** means **easy to notice** or **standing out clearly**. So “a conspicuous exception” is an exception that draws attention. Here are some beautiful figures from the paper. By Gil Kalai
gilkalai.wordpress.com
September 25, 2026 at 12:42 PM
Your #Fafner of the day celebrating the first snow of the season (Boëge - Haute Savoie - France)
November 21, 2024 at 4:39 PM
Talks by:
@aruizherrera.bsky.social
Linda Odenthal-Hesse
Marinela Dukic
Tom Parée
@mariontalbi.bsky.social
@amarques.bsky.social
Irene Tiemann-Boege
Lou Guyot
Laurie Steviso
June 8, 2026 at 8:30 AM
To nye bøger kaster lys over Kegnæs under 1. Verdenskrig
www.sonderborgnyt.dk/to-nye-boege...
To nye bøger kaster lys over Kegnæs under 1. Verdenskrig | SønderborgNYT
www.sonderborgnyt.dk
August 26, 2025 at 1:52 PM
Las otras cartografías etnografía de la experiencia indígena del espacio y el tiempo
Marina Alonso Bolaños, Eckart Boege Schmidt
SECRETARÍA DE CULTURA. INSTITUTO NACIONAL DE
ANTROPOLOGÍA E HISTORIA
2023
Link: archive.org/details/las-...
December 13, 2025 at 10:14 PM
Effects of anther-stigma position on cross-#pollination efficiency in a # hermaphroditic plant

New #AJB research by Matias Baranzelli, Manuel Ochoa-Sánchez, Sergio Ramos, Fernanda Baena-Díaz, Paula Sosenski, Karina Boege, Cesar Domínguez & Juan Fornoni

doi.org/10.1002/ajb2... #botany
July 16, 2024 at 7:27 PM
Dringend empfehlenswerte Analyse der @faznet.bsky.social Korrespondenten Friederike Boege, Christoph Ehrhardt, Christian Meier und Majid Sattar:

Flächenbrand in Nahost?: Es hängt von Israels Reaktion auf den Großangriff Irans ab.

zeitung.faz.net/faz/politik/...
Flächenbrand in Nahost? Es hängt an der Reaktion Israels
zeitung.faz.net
April 14, 2024 at 7:13 PM
Agradezco profundamente a las compañeras y compañeros de la Coordinación Nacional de Difusión del @INAHmx por hacerme parte de #RostrosDeLaAntropología, un espacio donde reconocemos día a día la labor invaluable de nuestras maestras y maestros.
www.inah.gob.mx/especiales-i...
Eckart Boege Schmidt, impulsor de nuevos paradigmas en la antropología social
Por: Boris Berenzon Gorn Boris Berenzon Gorn
www.inah.gob.mx
November 6, 2025 at 12:09 AM
Elles ont été taillées dans une grande variété de roche depuis la molasse jusqu'à des calcaires. Pour les meulières du Vouan, l'une des plus importantes des Alpes françaises, elles ont été extraites d'un flysch éocène conglomératique et massif. 2/4
December 18, 2024 at 7:31 PM
Tobias Boege, Anna Hofer, Thomas Kahle: Trinomial containment in polynomial ideals is undecidable https://arxiv.org/abs/2608.31162 https://arxiv.org/pdf/2608.31162 https://arxiv.org/html/2608.31162
September 1, 2026 at 6:46 AM
Tobias Boege, Geva Yashfe: Recognition of algebraic matroids is undecidable https://arxiv.org/abs/2607.14907 https://arxiv.org/pdf/2607.14907 https://arxiv.org/html/2607.14907
July 17, 2026 at 6:47 AM
Johannes Boege wird neuer Vorsitzender der Geschäftsführung der FAZ. Er folgt auf Thomas Lindner.

👇
Johannes Boege ersetzt Thomas Lindner in FAZ-Geschäftsführung
Jetzt lesen auf Medieninsider
medieninsider.com
July 6, 2026 at 2:22 PM
Ehemaliger Springer-Mitarbeiter, aktuell bei der NZZ, übernimmt Geschaftsführung der FAZ.
Na dann, FAZ: schlimmer geht immer, ne?
kress.de/news/beitrag...
Ehemaliger Springer-Mann wird FAZ-Chef: Johannes Boege folgt auf Thomas Lindner
Johannes Boege von der NZZ wird zum 1. Januar 2027 neuer Geschäftsführungsvorsitzender der FAZ. Thomas Lindner tritt ab, Helene Bubrowski wird Herausgeberin, Marika Lulay neue Aufsichtsratschefin.
kress.de
July 6, 2026 at 3:50 PM
CHAVENEAU OHASHI - COMPLEXE SPORTIF BOEGE
#corona
#3dsmax
#sport
#boege
#chavenauohashiarchitectes
May 28, 2025 at 10:57 AM
Tobias Boege
On the Intersection and Composition properties of conditional independence
https://arxiv.org/abs/2504.11978
April 17, 2025 at 4:14 AM
Tobias Boege
The entropy profiles of a definable set over finite fields
https://arxiv.org/abs/2502.20355
February 28, 2025 at 6:29 AM
Tobias Boege
No eleventh conditional Ingleton inequality
https://arxiv.org/abs/2204.03971
February 22, 2024 at 7:00 AM
Tobias Boege, Ludovick Bouthat: Sharp Inequalities for Products of Principal Minors of Positive Definite Matrices https://arxiv.org/abs/2606.23632 https://arxiv.org/pdf/2606.23632 https://arxiv.org/html/2606.23632
June 23, 2026 at 6:49 AM
Patrouille avec les gendarmes de la brigade de Boëge. ❄️ 📸 Gnd E. Taupin #gendarmerie #montagne #gendarme #patrouille #...
Patrouille avec les gendarmes de la brigade de Boëge. ❄️ 📸 Gnd E. Taupin #gendarmerie #montagne #gendarme #patrouille #...
Patrouille avec les gendarmes de la brigade de Boëge. ❄️ 📸 Gnd E. Taupin #gendarmerie #montagne #gendarme #patrouille #brigade
dlvr.it
November 28, 2025 at 5:14 PM