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سید اسد اﷲ کاظمی

سید اسد اﷲ صاحب کاظمی
افسوس ہے کہ مشہور ماہر تعلیم سید اسد اﷲ صاحب کاظمی نے کراچی میں انتقال کیا وہ مسلم یونیورسٹی کے نامور فرزند تھے حصول تعلیم کے بعد کچھ دنوں یونیورسٹی ہی میں انگریزی کے استاد رہے، پھر صوبہ متحدہ کے محکمہ تعلیمات سے وابستہ ہوگئے، اور ڈپٹی ڈائرکٹر کے عہدہ تک پہنچے، اسی زمانہ میں ریاست کشمیر کے ڈائرکٹر تعلیمات ہوگئے ملازمت سے ریٹائر ہونے کے بعد یونیسکو کی طرف سے کئی سال تک حکومت بغداد کے مشیر تعلیم رہے اس طرح ان کی پوری عمر تعلیمی تجربات میں گذری مسلمانوں میں وہ ماہر تعلیم مانے جاتے تھے، ان کو مسلمانوں کے تعلیمی مسائل سے بڑی دلچسپی تھی، اور اُن کی تعلیمی تنظیموں کو اپنے تجربات اور مفید مشوروں سے فائدہ پہنچاتے تھے، علمی و ادب کا بلند اور (ستھرا مذاق رکھتے تھے) مذہبی مطالعہ بھی وسیع تھا، راسخ العقیدہ پابند مذہب مسلمان تھے، کلام مجید کے مطالعہ کا خاص ذوق تھا، بغداد کے قیام کے زمانہ میں کچھ عربی بھی سیکھ لی تھی۔ اﷲ تعالیٰ نے اُن کو دین و دنیا دونوں سے نوازا تھا، عالم آخرت کی نعمتوں سے بھی سرفراز فرمائے۔ (شاہ معین الدین ندوی، نومبر ۱۹۷۱ء)

 

برصغیر میں عربی ادب کا تحقیقی جائزہ اور اس کے اثرات

At the time of arrival of Muslim community in Sub-Continent Region and due to their settlement in the region Arabic Language has been prevailed and such as the system of its publication and learning has been commenced. Because the directives of Islam and laws are in the Arabic Language as per Quran & Sunna so that it is necessary to learn the Arabic language for the awareness of Islamic directions. So that to achieve the knowledge of Sharia inclu-ding the expertise the peoples of Sub-continent has been achieved the expertise of Arabic language, literature, knowl-edge Ilmul Saraf al-khawa, knowledge of al-ishtiaq & Ilmul Balaghta etc. Moreover it is clarify that Scholar of religious have shown their expertise so that the scholar of Arab have been convinced their expertise. The basic point of service in Arabic Language of Scholars of Sub-Continent that they do not served only to enhance the language but the cause of service was to serve themselves on religious matters and represents themselves on work hard and tried themselves to achieve the better performance of identification of Islam.  A positive result and effects have been achieved as a sun shining of Islam is remaining and its waves are enhancing all around the world such as the sun shining of Islam is remained in Arab world such as the publication of literature is also remaining in the Sub-Continent region in the actual shape and saved. Because the Islam will remain till the day of judg-ment and its representatives/workers will born till the date such as the scholars of literatures will also born and they will save the knowledge of Arabic.  They will alive till the Day of Judgment.

The Noether Symmetries of the Lagrangians of Spacetimes

In this thesis Noether symmetries are used for the classi cation of plane symmetric, cylindrically symmetric and spherically symmetric static spacetimes. We consider general metrics for these spacetimes and use their general arc length minimizing Lagrangian densities for the classi cation purpose. The coe cients of the metric in case of plane symmetric static spacetime are general functions of x while the coe cients of cylindrically symmetric and spherically symmetric static spacetimes are general functions of the radial coordinate r. The famous Noether symmetry equation is used for the arc length minimizing Lagrangian densities of these spacetimes. Noether symmetries and particular arc length minimizing Lagrangian densities of plane symmetric, cylindrically symmetric and spherically symmetric static spacetimes are obtained. Once we get the particular Lagrangian densities, we can obtain the corresponding particular spacetimes easily. This thesis not only provides classi cation of the spacetimes but we can also obtainrst integrals corresponding to each Noether symmetry. Theserst integrals can be used to de ne conservation laws in each spacetime. By using general arc length minimizing Lagrangian for plane symmetric, cylindrically symmetric and spherically symmetric static spacetimes in the Noether symmetry equation a system of 19 partial di erential equations is obtained in each case. The solution of the system in each case provides us three important things; the classi cation of the spacetimes, the Noether symmetries and the correspondingrst integrals which can be used for the conservation laws relative to each spacetime. Energy and momentum, the de nitions of which are the focus of many investigations in general relativity, are important quantities in physics. Since there is no invariant de - nitions of energy and momentum in general relativity to de ne these quantities we use the ii iii approximate Noether symmetries of the general geodesic Lagrangian density of the general time conformal plane symmetric spacetime. We use approximate Noether symmetry condition for this purpose to calculate the approximate Noether symmetries of the action of the Lagrangian density of time conformal plane symmetric spacetime. From this approach, those spacetimes are obtained the actions of which admit therst order approximation. The corresponding spacetimes are the approximate gravitational wave spacetimes which give us information and insights for the exact gravitational wave spacetimes. Some of the Noether symmetries obtained here carry approximate parts. These approximate Noether symmetries can further be used tond the correspondingrst integrals which describe the conservation laws in the respective spacetimes. Some of the vacuum solutions of Einsteineld equations for plane symmetric, cylindrically symmetric and spherically symmetric static spacetimes have also been explored.
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