Jelena Beban Brkić (1953 - )

 

[1] Novaković, G., Beban Brkić, J., Pogreška kompenzacije nivelira s automatskim horizontiranjem i njeno ispitivanje, Geodetski list, 43(66) 7-9 (1989), 255-266.

[2] Beban Brkić, J., On the Focal Curve of Conic Pencils in I2, KoG 2(1997), 35-42.

[3] Beban Brkić, J., Isometric Invariants of Conics in the Isotropic Plane – Classification of Conics, Journal for Geometry and Graphics 6(1) (2002), 17-26.

[4] Beban Brkić, J., Classification of Quadrics in Double Isotropic Space, Mathematical Communications 8(1) (2003), 101-127.

[5] Kolar-Šuper, R., Kolar-Begović, Z., Volenec, V., Beban-Brkić, J., Metrical relationships in a standard triangle in an isotropic plane, Mathematical Communications 10(2005), 149-157.

[6] Beban Brkić, J., On Pencil of Quadrics in I_3^(2), Rad HAZU 15(2005), 179-194.

[7] Kolar-Šuper, R., Kolar-Begović, Z., Volenec, V., Beban Brkić, J., Symmedians and symmedian center of the triangle in an isotropic plane, Mathematica Pannonica 17(2006), 287-301.

[8] Beban Brkić, J., Kolar-Šuper, R., Kolar-Begović, Z., Volenec, V., On Feuerbach's pencil of circles in I2, Journal for geometry and graphics 10 (2006), 125-132.

[9] Beban Brkić, J., Better butterfly theorem in the isotropic plane, Mathematical Communications 11(2006), 33-38.

[10] Beban-Brkić, J., Šimić, M., Volenec, V., On foci and asymptotes of conics in the isotropic plane, Sarajevo Journal of mathematics 3(16) (2007), 257-266.

[11] Kolar-Šuper, R., Kolar-Begović, Z., Volenec, V., Beban-Brkić, J., Isogonality and inversion in an isotropic plane, International journal of pure and applied mathematics 44(2008), 339-346.

[12] Beban Brkić, J., Kolar-Šuper, R., Kolar-Begović, Z., Volenec, V., Orthic axis, Lemoine line and Longchamp's line of a triangle in I2, Rad HAZU 503 (2009), 13-19.

[13] Šimić, M., Volenec, V., Beban-Brkić, J., Curvature of the Focal Conic in the Isotropic Plane, Sarajevo Journal of mathematics (2010),

[14] Volenec, V., Beban-Brkić, J., Šimić, M., The Focus and the Median of a Non-Tangential Quadrilateral in the Isotropic Plane, Mathematical Communications (2010),

[15] Šimić, M., Volenec, V., Beban-Brkić, J., On Umbilic Axes of Circles of the Non CiclicQuadrangle in the Isotropic Plane, Mathematica Pannonica 21/2(2010),

[16] Volenec, V., Beban-Brkić, J., Šimić, M.,Cyclic Quadrangle in Isotropic Plane, Sarajevo journal of mathematics 7 (2011), 20, 265-275.

[17] Beban-Brkić, J., Šimić, M., Volenec, V., Diagonal Triangle of a Non-Tangential Quadrilateral in the Isotropic Plane, Mathematical Communications 16(2011), 157-168.

 

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