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Perceptionism, Interpersonal Difficulties and Mental Health Problems in College Students Ms Program [+Vcd]

Thesis Info

Author

Ayesha Kiren

Supervisor

Fatima Naeem

Department

UMT. Institute of Clinical Psychology

Program

MS

Institute

University of Management and Technology

Institute Type

Private

City

Lahore

Province

Punjab

Country

Pakistan

Thesis Completing Year

2015

Thesis Completion Status

Completed

Page

103 . CD

Subject

Medicine & Health

Language

English

Other

Report presented in partial requirement for MS degree Advisor: Fatima Naeem; EN; Call No: TP 616.85223 AYE-P

Added

2021-02-17 19:49:13

Modified

2023-02-17 21:08:06

ARI ID

1676713374033

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نبوت ، اقتدائے مصطفیٰؐ ہے


نبوّت ، اقتدائے مصطفیؐ ہے
صحابہؓ میں ولائے مصطفیؐ ہے

عبادت گر جسے کہتے ہیں سجدہ
سوئے کعبہ ؛ ادائے مصطفیؐ ہے

جہاں پر انتہا روح الامیںؑ کی
وہاں سے ابتدائے مصطفیؐ ہے

جہالت ، تیرگی ، بے رہروی ہے
اگر کچھ ماسوائے مصطفیؐ ہے

لحد میں انشا اللہ ہم کہیں گے
خدا اپنا خدائے مصطفیؐ ہے

’’رمیت اذ رمیت‘‘ کا خلاصہ
ادائے رب ، ادائے مصطفیؐ ہے

عمرؓ کو عظمتیں جس نے عطا کیں
فقط حرفِ دعائے مصطفیؐ ہے

الأمر ومعانيه فى القر آن الكريم: دراسة دلالية نحوية

As all of know that start of the revelation of Holy Qur’ān started with imperative form of the verb as it is ended with like that. This shows that the imperative mood is one of the most magnificent topics of an Arabic language، particularly in the Qur’ān context. According to the opinion of the major scholars، both the commencement and conclusion of the Holy Qur’ān were in the imperative mood. Thereupon، the scholars of Arabic language took a keen interest in study of meanings of the imperative mood whether literal or figurative. From the abovementioned point of view the following article attempts to study the meanings of imperative mood، whether they are literal or figurative، and also it endeavors along with its connotations in the light of what is stated in the Holy Qur’ān and Sunn’āh as well as in the sources of Arabic language، to lead those who recite the Holy Qur’ān to the right way، guide them to the truth and to help them in understanding of the secret meanings of Qur’ān.

Uncalibrated Visual Servoing: An Lmi Based Approach

Vision is an effective robotic sensor, since it imitates the human perception of vision and allows for non-contact measurement of the environment. The camera as a vision sensor can be employed to manipulate the robotic arm in 3D world. This means that the camera is a tool by which the robot manipulator positions itself―this is referred to as visual servoing. The visual servo systems considered in this thesis are known to have dynamic environment. Hence, uncalibrated visual servoing, convergence, saturation and robust stability are the main issues that provide basis for the methods proposed in this thesis. The research undertaken is divided into four phases. In the first phase, an independent joint Proportional-Derivative (PD) control scheme for n-link serial manipulator is developed. The sole purpose of the PD type controller is to track the reference trajectory in joint space and compare its performance with the Computed Torque Controller (CTC). These controllers work independent of vision, solely to evaluate the performance of the manipulator in terms of its accuracy and precision. The second method presents a model-independent vision-guided robotic control method based upon Linear Matrix Inequality (LMI) optimization. The proposed scheme is considered the first rigorously developed scheme that employs LMI for Image-based paradigm in an uncalibrated environment. The aim lies in developing such a method that neither involves camera calibration parameters nor inverse kinematics. The proposed Proportional based visual servo control scheme includes transpose Jacobian control; thus, inverse of the Jacobian matrix is no longer required. LMI based optimization scheme is utilized, which estimates the composite Jacobian at each step. The composite Jacobian, that relates differential changes in the robot joint angles to differential changes in the image plane, is an amalgamation of image and robot Jacobian. The third method proposed in this thesis computes the composite Jacobian by considering the kinematic and visibility constraints, which are incorporated to the system by means of input and output saturation. The proposed controller stabilizes the camera despite the unknown value of the target point depth. To make sure that the features remain in the camera field of view, and to restrict the controller’s input using some bounds, visibility and kinematic constraints are introduced in the form of LMIs. Closed-loop stability of the system is ensured using Lyapunov’s direct method. Sector boundedness condition is also added to Lyapunov. Inclusion of these constraints helps to avoid any real damage to the robot. Moreover, features remain visible throughout and the servoing would not fail. The last method developed in this thesis presents the methodology to the robust stability of a vision-based control loop in an unknown environment. The type of uncertainty included is the parametric uncertainty. The proposed method allows the analysis of uncertain nonlinear system by representing it in differential-algebraic form. By invoking suitable system representation and Lyapunov analysis, the stability conditions are described in terms of LMI to ensure the stability of uncertain nonlinear system. These methods have their applications in an uncalibrated environment, where monocular vision is rigidly attached to the manipulator''s end-effector. In order to steer the camera, desired visual features are extracted by placing the camera at the desired location. The visual servo control directly inputs the feature error vector, which is the difference between the initial and desired features. Various simulation results are shown for validating these schemes by applying them to different serial links robot manipulators. These methods proved to be dynamic, robust, accurate and efficient in the presence of large errors. Keywords: eye-in-hand, image-based visual servoing, nonlinear, uncalibrated, linear matrix inequality, multi-constraint, robustness analysis, uncertainty, differential- algebraic equation, convex optimization.