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- [1] INVERSE AND DIRECT GEOMETRIC MODEL OF A NEW PARALLEL ROBOT WITH SIX DEGREES OF FREEDOM AND THREE GUIDING KINEMATIC CHAINS OF THE PLATFORM QUALITY AND INNOVATION IN ENGINEERING AND MANAGEMENT, 2011, : 357 - 362
- [2] THE KINEMATICS OF A NEW PARALLEL ROBOT WITH SIX DEGREES OF FREEDOM AND THREE GUIDING KINEMATIC CHAINS OF THE PLATFORM ACTA TECHNICA NAPOCENSIS SERIES-APPLIED MATHEMATICS MECHANICS AND ENGINEERING, 2011, 54 (01): : 205 - 214
- [3] THE DIRECT AND INVERSE GEOMETRICAL MODELS FOR A PARALLEL RECONFIGURABLE ROBOT WITH SIX DEGREES OF FREEDOM AND TWO GUIDING KINEMATIC CHAINS OF THE PLATFORM QUALITY AND INNOVATION IN ENGINEERING AND MANAGEMENT, 2011, : 257 - 262
- [4] PARALLEL RECONFIGURABLE ROBOT WITH SIX DEGREES OF FREEDOM AND TWO GUIDING KINEMATIC CHAINS OF THE PLATFORM AND ITS VARIANTS WITH FIVE, FOUR, THREE AND TWO DEGREES OF FREEDOM ACTA TECHNICA NAPOCENSIS SERIES-APPLIED MATHEMATICS MECHANICS AND ENGINEERING, 2011, 54 (01): : 49 - 60
- [5] Inverse, Direct Kinetics and Differential Kinematic Control of Parallel Robot with Six Degrees of Hexa Freedom - Hunt 2019 IEEE 10TH INTERNATIONAL CONFERENCE ON MECHANICAL AND AEROSPACE ENGINEERING (ICMAE 2019), 2019, : 563 - 567
- [6] DEVELOPMENT OF A NEW PARALLEL ROBOT WITH FOUR DEGREES OF FREEDOM AND TWO GUIDING KINEMATIC CHAINS OF THE END-EFFECTOR QUALITY AND INNOVATION IN ENGINEERING AND MANAGEMENT, 2011, : 285 - 288
- [7] A NEW RECONFIGURABLE PARALLEL ROBOT WITH SIX DEGREES OF FREEDOM QUALITY AND INNOVATION IN ENGINEERING AND MANAGEMENT, 2011, : 297 - 302
- [8] A Model for the Kinematical Analysis of a Six Degrees of Freedom Parallel Robot PROCEEDINGS OF 2010 IEEE INTERNATIONAL CONFERENCE ON AUTOMATION, QUALITY AND TESTING, ROBOTICS (AQTR 2010), VOLS. 1-3, 2010,
- [9] THE DYNAMICS OF A NEW RECONFIGURABLE PARALLEL ROBOT WITH SIX DEGREES OF FREEDOM ACTA TECHNICA NAPOCENSIS SERIES-APPLIED MATHEMATICS MECHANICS AND ENGINEERING, 2012, 55 (04): : 859 - 868
- [10] INVERSE AND DIRECT GEOMETRICAL MODEL OF A NEW SURGICAL ROBOT WITH FIVE DEGREES OF FREEDOM ACTA TECHNICA NAPOCENSIS SERIES-APPLIED MATHEMATICS MECHANICS AND ENGINEERING, 2011, 54 (02): : 420 - 427