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Algebraic Geometry versus Kähler geometry
Milan Journal of Mathematics, 2010In this nicely written survey article, the author gives a detailed account of her work on Hodge theory of compact Kähler manifolds with a particular emphasis on the case of complex projective varieties. The special features of Hodge theory on algebraic varieties are investigated along two guidelines: the existence of a gap between the topology of ...
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Orthogonal geometry, metric geometry and ordinary geometry
1994In Desarguesian (plane) geometry which takes Hilbert’s axioms of incidence H I, (sharper) axiom of parallels HIV, the axiom of infinity D∞ and Desargues’ axioms D as its basis, one can uniquely determine a Desarguesian number system N, called a geometry-associated Desarguesian number system, as has been exhibited in the previous sections.
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ACM SIGACT News, 1988
Recent solutions of three "art gallery" problems are reported. Three related still-open problems are discussed.
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Recent solutions of three "art gallery" problems are reported. Three related still-open problems are discussed.
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Journal of Dynamical and Control Systems, 1997
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zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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