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Identification of Genes Involved in Specific Movement Disorders

Thesis Info

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Author

Manzoor, Humera

Program

PhD

Institute

University of the Punjab

City

Lahore

Province

Punjab

Country

Pakistan

Thesis Completing Year

2018

Thesis Completion Status

Completed

Subject

Biological Sciences

Language

English

Link

http://prr.hec.gov.pk/jspui/bitstream/123456789/13554/1/Humera_Manzoor_Biological_Sciences_human_Genetics_soft%20copy%20for%20upload.pdf

Added

2021-02-17 19:49:13

Modified

2024-03-24 20:25:49

ARI ID

1676726397349

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Movement disorders are neurological syndromes characterized by excess or paucity of movements. They are a large group of complex and clinically heterogeneous disorders and many of them have a genetic cause. The genetics of movement disorders is understudied in Pakistan. Consanguineous families are best suited to elucidate the causes of recessively inherited disorders. Next generation sequencing technology further facilitates gene identification. Ten families with multiple affected individuals were recruited in this study. All patients in the families presented different degrees of abnormalities including complete loss of voluntary movements, abnormal postures of upper and lower limbs, unusual gait, with or without abnormal ocular movements. All the affected members were videotaped according to a standard protocol and diagnosed by medical experts in Germany. Physical tests, biochemical tests, and neuroimaging were performed for the affected participants. Whole exome sequencing was performed for two to five samples from each of nine families. Variants were filtered based on zygosity, their frequency in public databases and prioritized based on their effect on the encoded proteins. Only those variants were considered that were homozygous in the affected individuals and segregated with the phenotype. Candidate variants were sequenced in all available family members for validation and segregation analyses. A functional assay was performed for a missense variant to check the localization of mutant protein in cells. The genetic causes of the disorder in five of nine families were identified. A novel nonsense variant in APTX was identified in family RDHM-02 and the disorder was diagnosed as ataxia with oculomotor apraxia type 1. Clinical phenotypic variability was observed among the affected members of the family. A novel single base pair duplication in SACS was identified in family RDHM-01. SACS variants have been described previously in spastic ataxia of the Charlevoix-Saguenay (ARSACS). All affected members of family RDHM-01 had ataxia, bradykinesia including hypomimia, mild dystonic postures of the upper limbs, supranuclear gaze palsy, and spasticity. Brain MRI of one affected individual showed severe vermal atrophy, the characteristic feature of ARSACS patients, and other brain structures abnormalities including global subcortical atrophy. Global white matter atrophy was not observed in previously reported ARSACS patients. A novel seven base pair deletion in ATCAY was found in family RDHR-04. ATCAY variants have only been reported in a few individuals with Cayman cerebellar ataxia from Cayman Island. The phenotype in all affected members of family RDHR-04 was characterized by a wide-based ataxic gait and dystonic postures of the upper limbs. They also had strabismus and apraxia, as well as some cognitive impairment. The mild bibrachial dystonia observed in RDHR-04 was a new feature associated with Cayman ataxia. Severe cerebellum atrophy was observed in cranial MRI of two affected individuals. A novel missense variant of MCOLN1 was identified in family RDHM-03, which encodes mucolipin 1. Both affected individuals had adolescent onset generalized dystonia, mild ataxia and were mildly bradykinetic. Of note, MCOLN1 variants have been reported as a cause of mucolipidosis IV, which is a neurodegenerative lysosomal storage disorder characterized by psychomotor retardation and ophthalmologic abnormalities. MCOLN1 variant (c.551T>C, p.Ile184Thr) did not affect the localization of mucolipin 1 when transfected into fibroblast cells as compared to wild-type. It indicates that the variant affects the protein by a different pathway. This finding perhaps explains the association of this variant with a different phenotype as compared to that reported for variants resulting in mucolipidosis IV. Finally, a novel missense variant in ECEL1 was found in family RDHR-01. ECEL1 variants have been reported to cause an autosomal recessive disorder known as distal arthrogryposis, type 5D Affected individuals in family RDHR-01 presented a phenotype associated with an unusual gait, ptosis, limbs contracture, curved fingers, and adducted thumbs. The affected individuals were initially enrolled on the basis of the dystonic postures of their upper and lower limbs. However, the identification of the genetic cause of the disorder helped in the correct diagnosis of these individuals from family RDHR-01, which was not possible solely based on the phenotype. The current study has revealed a high rate of clinical and genetic heterogeneity among the enrolled families. This suggests that only the clinical phenotypes are not sufficient to distinguish and diagnose a particular rare movement disorder. Therefore, this complexity can be resolved by exome sequencing which leads to the ultimate detection of disease-causing variants for highly heterogeneous disorders. These rare genetic variants are involved in pathogenesis and also expand the phenotypic spectrum of some of these movement disorders. The families in which no genetic cause was identified demonstrate that some pathogenic variant can be missed by exome sequencing. These families could be molecularly characterized by genome sequencing in future. These findings will reveal new variants in known genes or implicate variants in new genes, perhaps with novel disease mechanisms. This will increase the understanding of involved genes and their pathophysiology in movement disorders.
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خاتمة الكتاب

 ھذا كتابي ’’شعر نازك الملائکۃ وبروین شاکر (دراسۃ مقارنہ)‘‘، حاولتُ بکل جھدي أن أجعله ذا أھمیۃ کبیرۃ ومفیدًا لجمیع القراء۔

 وقد أخترت ھذا العنوان لأھمیتہِ، ولأھمیۃ مکانۃ الشاعرۃ الکبیرۃ المعروفۃ ورائدۃ الشعر العربي الحر نازك الملائکۃ، والشاعرۃ المعروفۃ العظیمۃ بروین شاکر، والتي لھا المکانۃ الممیزۃ بین الشاعرات الأخریات، وھي معروفۃ بشاعرۃ (خوشبو) الرائحۃ العطرۃ، وقد حاولتُ أن أقدم مفھوم أشعارھما، وحاولتُ بکل جھدي أن أترجم أشعار بروین شاکر، ودرست أشعار نازك الملائکۃ وبروین شاکر، ومن خلال دراستي لأشعارھما قدمت مقارنۃ شعرية بشکل عام، وذلك أنني وجدتُ تقاربًا بین أسلوبھما وأفکارھما ومشاعرھما، فسمیتُ ھذا القسم بالقصائد المتشابھۃ، وأیضاً وجدتُ بعض الإختلافات في الأسلوب والأفکار والمشاعر، فسمیتُ ھذا القسم بالقصائد المختلفۃ لنازك الملائکۃ وبروین شاکر، وبذلتُ کل جھدي أن أقدم الشيء الجید للقراء، وأطلب من العلي القدیر أن ینال عملي ھذا رضاکم، وقد شجعني علی التأليف الأستاذ الكبير والعالم الجليل والفاضل الدکتور المحترم سلیم طارق خان رئیس الجامعۃ الإسلامیۃ ببھاولفور(سابقاً) الذي لہ الفضل الکبیر في مساعدتي بعد ﷲ سبحانہ وتعالى، وفضيلتهُ كان المشرف على رسالتي (رسالة الدكتوراه)، كما أنّ هذا الكتاب جزء من رسالتي. وأيضاً قام بتصحيح هذا الكتاب معالي الأستاذ الكبير والعالم الجليل والفاضل الدكتور المحترم أحمد محمد الشرقاوي أستاذ ورئيس قسم التفسير وعلوم القرآن بجامعة الأزهر، وأستاذ الدراسات العليا بالجامعة الإسلامية بالمدينة المنورة سابقاً، وعضو اللجنة الدائمة لترقية الأساتذة في التفسير وعلوم القرآن بجامعة الأزهر، وفضيلته درَّس وحاضر وشارك في كثير من الجامعات العربية والإسلامية ،جامعة الأزهر للرئاسة العامة لتعليم البنات بالمملكة،جامعة القصيم، الجامعة الإسلامية بالمدينة المنورة وأيضاً جامعةالشارقة.

كما قام بمراجعة الكتاب الأستاذ الكبير والعالم الجليل والفاضل الدكتور المحترم إبراهيم محمد إبراهيم السيد الأستاذ بقسم اللغة الأردية بجامعة الأزهر والرئيس السابق له، وقد عمل سيادته رئيساً لقسم اللغة الأردية بجامعة الأزهر منذ عام 1998م وحتى عام 2006م، ثم سافر في العام نفسه إلى باكستان ليعمل أستاذًا زائرًا بقسم دائرة المعارف...

خواجہ محمد خلیل رحمۃ اللہ علیہ حیات، علمی، ادبی و تصنیفی خدمات

Khuwaja Muhammad Khalil Khan (R.A) was born in 1920 A.D In Aligarh and completed his Islamic Education under Syed Amjad Ali Azmi, he was among of the prominent contemporary in the Literarily History of Subcontinent. His masterly work as reformer in the major fields of Islamic Sciences show his profound approach to them. He wrote on jurisprudence, Commentary on Hadith, Doctrines, and on societal problems. Of which few books are prescribed for syllabus at national and international seminaries. He led the foundation of AHSAN UL BARKAT in Hyderabad which is spring of scholars. His areas of studies comprises on different fields of Islamic Studies. His remarkable work on the particular fields also reflects his deep study on it. The aim of this paper is to produce before muslim ummah the unparalleled services of this great Hanafi scholar of Sindh; Khuwaja Muhammad Khalil Khan (RA) not only proved himself as a distinguished jurist, but also regarded as an authority by the scholars of the Pak o Hind, who used to refer him for the solution of religious problems.

The Numerical Solution of Integral and Integro-Di Erential Equations by Wavelet Collocation Method

This thesis presents some new algorithms for the numerical solution of IEs, IDEs and PIDEs. These new algorithms are based on WCM. The focus is upon two types of wavelets namely HW and LLMWs both having compact support. HW has already been applied for numerical solution of IEs and IDEs by a few re- searchers and the numerical results can be found in the existing literature. One draw back of the HWCM is its slow convergence. In order to improve the convergence rate we have applied LLMWCM to IEs and IDEs. In most of the cases of the IEs and IDEs we obtained better results with LLMWCM as compare to HWCM. We also extended the existing HWCM for IEs and IDEs in the literature as well as the newly developed LLMWCM for IEs and IDEs in this thesis to numerical solution of some particular type of PIDEs. Both the HWCM and LLMWCM are thoroughly investigated in this thesis for numer- ical solution of di erent types of IEs, IDEs and PIDEs including Fredholm, Volterra and Fredholm-Volterra IEs, IDEs and PIDEs. The methods are also investigated for higher- order IDEs. An important characteristics of the method is that it can be applied to both linear and nonlinear problems. In the present work, in case of solving linear IEs, IDEs and PIDEs, the resulting systems will be solved by using Gauss elimination method, while for nonlinear case, we use Newton''s or Broyden''s method. All methods are implementing and testing by a computer programming software MATLAB. Several test problems are performed in order to verify the accuracy and e ciency of the present methods. The experimental rates of convergence and MAEs have been calculated for di erent number of CPs. The approximate solution of these test problems are compared with exact solutions and also the numerical results are compared with other well established methods to show better e ciency, accuracy and simple applicability of the newly developed methods. A comparative study of HWCM and LLMWCM is also perform in this thesis.