**Bae, Cheolwon
**
** (with M. Y. Hwang and J. H. Lee) Some loci in the animation of a Sangaku diagram, 16 (2016) 187--191.**

**
****Baker, Melissa
**
** (with R. Powers) A stronger triangle inequality for neutral geometry, 7 (2007) 25--29. **

**
**** Baloglou, George
**
**(with M. Helfgott) Angles, area, and perimeter caught in a cubic, 8 (2008) 13--25. **

**
**** Banerjee, Debdyuti
**
** (with N. Dergiades) Alhazen's circular billiard problem, 12 (2012) 193--196. **

** Bani-Yaghoub, Majid
**
** (with J. Sadek and N. H. Rhee) Isogonal conjugates in a tetrahedron, 16
(2016) 43--50. **

** Barbu, Catalin
**
** (with I. Patrascu) Some properties of the Newton-Gauss line, 12 (2012) 149--152. **

** Bataille, Michel
**
**Cyclic quadrilaterals with prescribed Varignon parallelogram, 7 (2007) 199--206. **

**Another compass-only construction of the golden section and of the regular pentagon, 8 (2008) 167--169. **

**Another simple construction of the golden section, 11 (2011) 55. **

**On the foci of circumparabolas, 11 (2011) 57--63. **

**On the extrema of some distance ratios, 18 (2018) 57--62. **

**
**** Bedaride, Nicolas
**
**Periodic billiard trajectories in polyhedra, 8 (2008) 107--120. **

**
**** Bell, Amy
**
**Hansen's right triangle theorem, its converse and a generalization, 6 (2006) 335--342. **

**
**** Beluhov, Nikolai Ivanov
**
**Ten concurrent Euler lines, 9 (2009) 271--274. **

**
**** Bencze, Mihaly
**
** (with O. T. Pop) Congruent contiguous excircles, 14 (2014) 397--402.**

**
**** Bezverkhnyev, Yaroslav
**
**Haruki's lemma and a related locus problem, 8 (2008) 63--72. **

**Haruki's lemma for conics, 8 (2008) 141--145. **

**
**** Bialostock, Arie
**
** (with D. Bialostocki) The incenter and an excenter as solutions to an extremal problem, 11 (2011) 9--12. **

** (with R. Ely) Points on a line that maximize and minimize the ratio of the distances to two given points, 15 (2015) 177--178.**

**
**** Bialostocki, Dora,
**
** (with A. Bialostocki) The incenter and an excenter as solutions to an extremal problem, 11 (2011) 9--12. **

**
**** Bier, Sabrina
**
** Equilateral triangles intercepted by oriented parallelians, 1 (2001) 25--32. **

**
**** Biro, Csaba
**
** (with R. C. Powers) A strong triangle inequality in hyperbolic geometry, 16 (2016) 99--114.**

**
**** Birsan, Temistocle
**
**Bounds for elements of a triangle expressed by R, r and s, 15 (2015) 99--103.**

**
**** Bosch, Robert
**
**A toroidal approach to the doubling of the cube, 18 (2018) 83--86.**

**
**** Boskoff, Wladimir G.
**
** (with B. D. Suceava) Applications of homogeneous functions to geometric inequalities and identities in the euclidean plane, 5 (2005) 143--148. **

** (with B. D. Suceava) A projectivity characterized by the Pythagorean relation, 6 (2006) 187--190. **

** (with L. H. Odom and B. D. Suceava) An elementary view on Gromov hyperbolic spaces, 12 (2012) 283--286. **

** (with L. Homentcovschi and B. D. Suceava) Gossard's perspector and projective consequences, 13 (2013) 169--184.**

**
**** Bottema, Oene
**
**The Malfatti problem, 1 (2001) 43--50; supplement, 50a. **

**
**** Boute, Gilles
**
**The Napoleon configuration, 2 (2002) 39--46. **

**
**** Bradley, Christopher
**
** (with G. C. Smith) The locations of triangle centers, 6 (2006) 57--70. **

** (with G. C. Smith) The locations of the Brocard points, 6 (2006) 71--77. **

** (with D. Monk and G. C. Smith) On a porism associated with the Euler and Droz-Farny lines, 7 (2007) 11--17. **

** (with G. C. Smith) On a construction of Hagge, 7 (2007) 231--247. **

**
**** Brisse, Edward
**
**Perspective poristic triangles, 1 (2001) 9--16. **

**
**** Brzycki, Bryan
**
**On a geometric locus in taxicab geometry, 1 (2001) 117--121.**

**
**** Bui, Quang Tuan
**
**Pedals on circumradii and the Jerabek center, 6 (2006) 205--212. **

**The arbelos and nine-point circles, 7 (2007) 115--120. **

**Two triads of congruent circles from reflections, 8 (2008) 7--12. **

**Two more Powerian pairs in the arbelos, 8 (2008) 149--150. **

**A triad of similar triangles associated with the perpendicular bisectors of the sides of a triangle, 10 (2010) 1--6. **

**Golden sections in a regular hexagon, 11 (2011) 251--254. **

**
**** Bui, Viet Loc
**
** (with M. H. Nguyen) More on the extension of Fermat's problem, 11 (2011) 131--138. **

**
**** Butler, Steve
**
**The lost daughters of Gergonne, 9 (2009) 19--26. **

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