References
[1]. Uicher J.J. and Raicu A., (1975). “A method for identification and recognition of equivalence of kinematic chains”, Mech. Mach. Theory, 10, pp 375-383.
[2]. Mruthyunjaya, (1984). “A computerized Methodology for Structural Synthesis of Kinematic Chains, Part – 1,2 &3, Formulation”, Mech. Mach. Theory, Vol. 19, No. 6, 1984.
[3]. Rao and Rao, (1993). “Loop based pseudo hamming values—I & II, testing isomorphism and rating kinematic chains”, Mach. Theory, Vol. 28, No. 1.
[4]. A.C. Rao (2000). “Loop based detection of isomorphism among chains, inversion and type of freedom in multi degree of freedom chain”, Transaction of the ASME, 32 Vol. 122.
[5]. A. Mohd, R.A. Khan & V. P. Agrawal, (2006). “Identification of kinematic chains and distinct mechanisms using [extended adjacency] matrix”, Proc. I Mech., Engg. Vol. 220 Part C: J. Mechanical Engineering Science.
[6]. Ali Hasan, R.A. Khan & Aas Mohd, (2006). “Isomorphism in mechanism Kinematic Chains using Joint – Joint Matrix”.
[7]. Hasan A.,et.al. (2006). “Identification of Multiple Jointed Kinematic Chains”, Journal of Analysis and Computation', Vol.2 No.2, pp.175-182, 2006.
[8]. Hasan A.,et.al. (2006). “Identification of Kinematic Chains and Distinct Mechanisms”, International Journal of Applied Engineering Research, Vol.1, No-2, pp.251-264, 2006.
[9]. H.F. Ding, Z. Huang, (2007). A unique representation of the kinematic chain and the atlas database, in : Mech-mach. Theory, 42, 637- 651.
[10]. H.F. Ding, Z. Huang (2007). A new theory for the topological structure analysis of kinematic chains and its applications, in: Mech-mach. Theory, 42, 1264- 1279.
[11]. H.F. Ding, Z. Huang (2007). The establishment of the Canonical Perimeter Topological graph of kinematic chains and isomorphism identification, in: Journal of Mechanical Design ,Vol. 129/915
[12]. Ali Hasan, R.A. Khan and Aas Mohd, (2007). A new method to detect Isomorphism in Kinematic Chain, Kathmandu University, Journal of Science, Engineering and Technology, Vol. 1, 2006.
[13]. Hasan A.,et.al. (2007). “Isomorphism in Kinematic Chains Using Path Matrix”, Journal of Institution of Professional Engineers (IPENZ), New Zealand.
[14]. Ali Hasan, R.A. Khan & Ashok Kumar Dargar, (2007). “Isomorphism and Inversions of Kinematic Chains Up to 10-Links”, 13th National Conference on Mechanisms and Machines (NaCoMM07), IISc, Bangalore, India, December 12-13, 2007.
[15]. Hasan A.,et.al. (2008). “Isomorphism and Inversions of Kinematic Chains Up to 10 Links Using Degrees of Freedom of Kinematic Pairs”, International Journal of Computational Methods (IJCM), Vol. 5, No. 2 ,pp. 329-339. 3
[16]. A. Mohd, I. A. Khan & M. K. Lohumi, (2008). “Interactive Weighted Distance Approach for Identification of Distinct Mechanisms Derived from the Kinematic Chains”, International Journal of Applied Engineering Research, ISSN 0973-4562 Volume 3, Number 9 (2008), pp. 1217–1226.
[17]. Ashok Dargar, Ali Hasan & R.A. Khan (2009). “Identification of Isomorphism among Kinematic Chains and Inversions using Link Adjacency Values”. International Journal of Mechanical and Materials Engineering (IJMME), Vol. 4 (2009), No 3, 309-315.