Technically Speaking, What Is Sturgeon Caviar? by Frank A. Chapman, Joel P. Van Eenennaam

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The Queer Voices of Xavier Dolan’s Mommy by Jason R. D’Aoust

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Identification of subsurface cavities in urban environment by Boualem BOUYAHIAOUI, Abdeslam ABTOUT, Yasser BAYOU, Mohamed BENDALI, Hassina BOUKERBOUT

Subjects: “…Underground cavity…”
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Savoirs et actions de jardinage by Jean-Baptiste Poinot

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La Tentation et les savoirs by Gisèle Séginger

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Unusual Dermoid Cyst in Oral Cavity by Evanice Menezes Marçal Vieira, Alvaro Henrique Borges, Luis Evaristo Ricci Volpato, Alessandra Nogueira Porto, Artur Aburad Carvalhosa, Gilberto de Almeida Botelho, Matheus Coelho Bandeca

“…Dermoid cysts in oral cavity are unusual lesions. Their etiology is not yet clear and can be associated with trapped cells as a result of the inclusion error resulting in the development into the ectoderm, mesoderm, and endoderm tissues. …”
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Risk Factors of Dental Cavities in Children by Elsa Luján Hernández, Marta Luján Hernández, Nora Sexto Delgado

“…<p><strong>Background:</strong> Dental cavities are a kind of disease that is increasing. …”
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Technically Speaking, What Is Sturgeon Caviar? by Frank A. Chapman, Joel P. Van Eenennaam

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In memoriam Carlos Javier Echarri Cánovas by Rosario Cárdenas, Silvia E. Giorguli, Edith Pacheco

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François-Xavier Guerra (1942-2002) by Valentina Ayrolo

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Xavier Albó Corrons (1934-2023) by Gilles Rivière, Vincent Hirtzel

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Robotisation of cavity string assembly at CEA by Drant Julien, Bouygues Adrien, Berry Stéphane, Gonzalez–Moreau Ambre, Servouin Christophe, Madec Catherine

“…The integration of component cleaning (flange, inter-cavity bellows, etc.) in the cleanroom by the cobot was carried out on the production of ESS cryomodules cavity strings. …”
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Temporalisation et diffusion des savoirs by Marie-Pierre Chopin

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Xavier Ricard Lanata (1973-2021) by Antoinette Molinié

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On Unique Continuation for Navier-Stokes Equations by Zhiwen Duan, Shuxia Han, Peipei Sun

“…We study the unique continuation properties of solutions of the Navier-Stokes equations. We take advantage of rotation transformation of the Navier-Stokes equations to prove the “logarithmic convexity” of certain quantities, which measure the suitable Gaussian decay at infinity to obtain the Gaussian decay weighted estimates, as well as Carleman inequality. …”
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In Memoriam: Francisco Javier Lopera Restrepo by Ricardo Nitrini

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Services de transfert des savoirs by Albert Simard

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The stability of the internal cavities of steel casting by I. B. Odarchenko, A. A. Sinitskij, I. N. Prusenko

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Du rapport au savoir comme modalisation philosophique du savoir dans la philosophie pour enfants by Jean-François Goubet

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Dramatiser les savoirs ou le refus du clivage « matière-manière » dans les savoirs enseignés by Jonathan Philippe

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