Results 211 to 220 of about 23,106 (262)

Interplay between diradical character, aromaticity and conductance in oligothiophenes. [PDF]

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Van Nyvel L   +6 more
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Automated triangle constructions in hyperbolic geometry

Annals of Mathematics and Artificial Intelligence, 2023
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Vesna Marinkovic   +2 more
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The Geometry of the Eternal Triangle

Family Process, 1994
Jealousy is often imputed to psychopathology in the protagonist. Psychodynamically, it can be attributed to an ego‐deficiency, chronic insecurity, or a deflected libidinal drive. We propose that, when a primary love relationship is threatened, jealousy is best understood from a systems perspective. Three individuals create the experience of jealousy in
A, Pam, J, Pearson
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Analytic Geometry of the Triangle

National Mathematics Magazine, 1941
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The Geometry of the Triangle

The Mathematical Gazette, 1924
Teachers of elementary Mathematics are generally very glad to find some unfamiliar field into which they can turn their pupils to exercise themselves in elementary processes. The following is a suggestion of a method of approaching certain theorems in connection with the Geometry of the Triangle which, although well known to ...
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Cartesian Geometry of the Triangle and Hexagon

The Mathematical Gazette, 1960
The present paper is a sequel to two others which have appeared in the Gazette (July, 1941 and December, 1957) and in which the possibility of attacking a number of familiar triangle theorems by cartesian methods was successfully investigated.
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Henri Brocard and the Geometry of the Triangle

The Mathematical Gazette, 1953
During the last half of the nineteenth century there was a great revival of interest in the field of geometry. A large part of this interest had its origin in a simple problem submitted to a contemporary mathematical periodical by a French army officer.
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On the Medians of a Triangle in Hyperbolic Geometry

Canadian Journal of Mathematics, 1958
In non-Euclidean geometry the three medians of a triangle A1A2A3 (each joining a vertex Ai with the internal midpoint Gi of the opposite side) are concurrent; their common point is the centroid G. But the Euclidean theorem ' which depends on similarity, does not hold.
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