Abstract— Decimal codes of kinematic chains are readily amenable to retrieval of parent chain through decoding. and, as such, they hold the key to enumeration process. An optimum selection of range of Decimal codes of chains of a given type, which permits all possible types of connectivity to the link with highest degree (i.e., with highest number of elements), can provide a computerized method of enumeration. The concept is also shown useful in identifying Structurally identical mechanisms. As these identification codes are decodable, they enable reconstruction of topology of kinematic chains/mechanisms on computer.

Abstract— The objective is to know the significance of canonical numbering along with the application. Each kinematic chain with an identification code either a maxcode, or mincode which is also known as canonical numbering is being a unique technique of representing Kinematic chains. In the proposed paper the identification code i.e. maxcode and mincode is explained along with an example of seven links 2 degree of freedom (DOF) kinematic Chain.

Abstract— In this paper we will discuss what are the measure to hire an employee in corporation with why. Then we will prioritize the measures. Then we will define the measures for numerical value. Then we will calculate a Candidate’s efficiency for hiring. The candidates with more efficiency will get hired. We will also discuss the role of corporation for employee satisfaction in Italic inside square bracket [ ].

Abstract— In the conventional Photonic Crystal Fibers (PCFs), the cladding is formed by regular lattice of air holes with same diameter and silica glass is used as core material. In this paper, we have study a new structure of PCF filled Borosilicate Crown glass as core material. It is possible to control chromatic dispersion in wide wavelength range by varying the inner 3 layers hole diameter compare to outer 3 rings hole diameter. There are so many difficulties occur during the design process because when parameters are being changed the designing varies accordingly. Using this design principle, ultra flattened dispersion is also designed through a Scalar effective index method (SEIM) with Transparent Boundary Condition (TBC). Here we have also compare Borosilicate Crown glass PCF with Conventional silica glass PCF. A PCF with flat dispersion property may be very useful for next generation optical and communication data