ضروری گل
عشق مصطفیٰؐ ہر مسلمان دا ایمان ایں تے عشق توں بغیر زندگی ادھوری اے۔ ۱۹۹۴،۹۵ وچ کافی سی حرفیاں لکھیاں گئیاں، جنہاں وچوں ’’ سی حرفی عشق مصطفیٰؐ‘‘بڑی عقیدت تے ادب نال لکھی گئی سی۔ لیکن بدقسمتی نال اوہ سی حرفی کدائیں کھریج گئی تے بڑی کوشش توں بعد وی نہ لبھی۔ اُنہاں وچوں کجھ بیت رف کاغذ پھرولدیاں ہویاں لبھ گئے تے اوہ ایتھے پیش کیتے جاندے نے۔
سی حرفی سوہنے محمد ؐ دی تعریف وچ
الف
اللہ نوں سور پیارے ظاہر کر اسراراں نوں
مخفی کل خزانہ آہا، مخفی رکھ اقراراں نوں
ہک ہکلا اللہ آہا، نہیں سی جاگ بہاراں نوں
نور نبیؐ دا ظاہر ہویا ، چھیڑ عشق دیاں تاراں نوں
الف
امان ملی آ بندے، آیا دین محمدؐ دا
درس محبت، عزت، حرمت، لایا دین محمدؐ دا
فرق غلام آقا دا گیا، پایا دین محمدؐ دا
حنیف غریب بندے دے اُتّے ،سایہ دین محمدؐ دا
الف
الہی جان تباہی ،پھسیا دل گناہواں نوں
بلبلہ پانی وانگ حیاتی ،رکھیا گن کے ساہواں نوں
پلے عمل نہ نیکی میرے پہنچیا حال تباہواں نوں
بخش ہدایت حنیف نبیؐ دیاں گلاں ،حق دیاں راہواں نوں
الف
اﷲ دی وحدت دسّی ،لا الہ الا اﷲ
رکھو پکڑ اسلام دی رسّی، لا الہ الا اﷲ
شاہی منکراں کولوں کھسّی، لا الہ الا اﷲ
جند حنیف گناہاں پھسّی، لا الہ الا اﷲ
ل
لباں تے نام محمدؐ آیا، غمیاں گیاں نی
صلی اﷲ علیہ وسلم،آئے نجاتاں ڈھیاں نی
بنے غلام امام جگت دے ،ظلمتاں چُھٹ گیاں نی
صدق حنیف بلالؓ عاشق دے، عرش اذاناں گیاں نیں
ل
لازم اس دین دے اندر، ہونی حب ضروری اے
جد تک تڑپ عشق نہ ہووے، نہیں عبادت پوری اے
آ جا دینِ نبیؐ...
The literary grandeur of the Quranic style is simply inimitable. It treats diverse subjects in such a unique and exalted manner as is nowhere to be found in any genre of Arabic literature. But in spite of its astounding sublimity, some orientalists have bitterly criticized the literary style of the Holy Quran. The following paper is an academic attempt to prove their fallacy and failure to appreciate the incomparable style of the Holy Quran. It includes the representative views of those orientalists who made a scathing criticism as well the ideas of those orientalists who generously acknowledged the exceptional eloquence of the Holy Quran.
Similarity and inclusion are two most important conceptual ways for looking at any possible relationships between objects (sets). A similarity measure is used for estimating the degree of resemblance/similarity between two objects while an inclusion measure expresses the degree to which one of the two is covered by the other one. In this dissertation, we have presented two different yet equally important approaches of defining similarity and inclusion measures for intuitionistic fuzzy sets. The first approach can be regarded as a logical approach implanting intuitionistic fuzzy implication, bi-implications and t-norms while the second one is a purely set theoretic approach having cardinalities and sets operations involved in its construction. In the logical approach, the degree of inclusion/ similarity was obtained by composing the intuitionistic logical operators (implications and bi-implications) with fuzzy measures on intuitionistic fuzzy sets. For this purpose we initially defined some new normal fuzzy measures on intuitionistic fuzzy sets along with a class of scalar cardinality measure for intuitionistic fuzzy sets. Later, we introduced different classes of intuitionistic fuzzy bi-implication operators having axiomatic as well as constructive approaches. A study on the properties of these bi-implication operators by utilizing Lukasiewicz intuitionistic fuzzy implicator revealed some remarkable results. The intuitionistic fuzzy bi-implication operators along with new defined fuzzy measures gave rise to multiple classes of intuitionistic fuzzy bi-implicator based similarity measures for intuitionistic fuzzy sets. Also the same normal fuzzy measures were employed to obtain the degree of inclusion between two intuitionistic fuzzy sets when composed with intuitionistic fuzzy implication operators. The new implication based classes of inclusion and similarity measures fulfilled almost all of the universally accepted criteria’s. In the set theoretic approach, we employed one of the members of new introduced scalar cardinality of intuitionistic fuzzy sets to construct a four parametric family of cardinality based similarity and inclusion measures. Both of these parametric families, for different combinations of parameters, generated intuitionistic fuzzy versions of some of the famous crisp measures of time. Lastly, the utility of the new measures (similarity, inclusion, cardinality and others) of intuitionistic fuzzy sets introduced in this work is exhibited by utilizing them as a part of solution techniques to the problems arising in real life situations.