On the quantization of Seiberg-Witten geometry by Haouzi, N, Oh, J

“…We propose a double quantization of four-dimensional 𝒩 = 2 Seiberg-Witten geometry, for all classical gauge groups and a wide variety of matter content. …”

CRITICAL PERCOLATION IN FINITE GEOMETRIES by Cardy, J

Some problems in algebraic geometry by Donovan, P

“…</p> <p>The methods used are setting up an appropriate formalism and using the theory of derived categories in homological algebra. The algebraic geometry used is essentially that of the Borel-Serre paper (1958) vintage.…”

Non-algebraic Zariski geometries by Sustretov, D

Subjects:

Galois theory and Diophantine geometry by Kim, M

“…This is an essay to accompany the author's lecture at the introductory workshop on `Nonabelian fundamental groups in arithmetic geometry' at the Newton Institute, Cambridge in July, 2009.…”

Lectures on special Lagrangian geometry by Joyce, D

“…The paper is aimed at graduate students in Geometry, String Theorists, and others wishing to learn the subject. …”

Hyperkähler and quaternionic Kähler geometry by Swann, A

Subjects:

Floer homology and algebraic geometry by Donaldson, S

Geometry Induced Capillary Emptying by Rascón, C, Parry, A, Aarts, D

“…Here, we present a precise mathematical criterion that determines which of the two outcomes occurs for capillaries of arbitrary cross-sectional shape, and show that the standard assumption fails for certain simple geometries, leading to very rich and counterintuitive behavior. …”

THE GEOMETRY AND TOPOLOGY OF MODULI SPACES by Hitchin, N

Fundamental groups and Diophantine geometry by Kim, M

Generalized geometry of type Bn by Rubio, R

“…The relation between <em>B_n</em>-geometry and usual generalized geometry is stated via generalized reduction.…”

Lipschitz geometry and rough paths by Boutaib, Y

“…Along the way, we give quantitative estimates, which is, after all, one of the main strengths of the Lipschitz geometry. Second, we combine our observations on the local properties of rough paths and Lipschitz maps to give a rather flexible structure on manifolds that allow the definition of rough paths on them and explain how the same process can be used to define a notion of coloured paths on manifolds, assuming that one can build a suitable functorial rule. …”

Matter from Toric Geometry by Candelas, P, Perevalov, E, Rajesh, G

Entropic geometry from logic by Coecke, B

The variable geometry of AI governance by Radu, R

The geometry of generalized loxodromic elements by Abbott, CR, Hume, D

Geometri dalam Tarian Zapin by Wan Muhamad Fauzan, Wan Muhammad Afiq, Said Husain, Sharifah Kartini

“…Pergerakan langkah tapak kaki yang berulang dalam tarian menghasilkan pelbagai geometri. Kajian ini ingin melihat apakah bentuk-bentuk geometri yang terhasil dan perkaitannya dengan jenis-jenis Tarian Zapin.…”
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Instructor's manual for college calculus with analytic geometry and calculus with analytic geometry : a first caurse / by 240436 Baggiano, Anthony L.

Subjects:

Journees de geometrie algebrique d'Angers Juillet 1979=algebraic geometry Angers 1979/ by Beauville, Arnaud

Subjects: “…Geometry, Algebraic…”