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Contents SEAGULL Theatre QUARTERLY
S T Q Contents SEAGULL THeatRE QUARTERLY Issue 17 March 1998 2 EDITORIAL Editor 3 Anjum Katyal ‘UNPEELING THE LAYERS WITHIN YOURSELF ’ Editorial Consultant Neelam Man Singh Chowdhry Samik Bandyopadhyay 22 Project Co-ordinator A GATKA WORKSHOP : A PARTICIPANT ’S REPORT Paramita Banerjee Ramanjit Kaur Design 32 Naveen Kishore THE MYTH BEYOND REALITY : THE THEATRE OF NEELAM MAN SINGH CHOWDHRY Smita Nirula 34 THE NAQQALS : A NOTE 36 ‘THE PERFORMING ARTIST BELONGED TO THE COMMUNITY RATHER THAN THE RELIGION ’ Neelam Man Singh Chowdhry on the Naqqals 45 ‘YOU HAVE TO CHANGE WITH THE CHANGING WORLD ’ The Naqqals of Punjab 58 REVIVING BHADRAK ’S MOGAL TAMSA Sachidananda and Sanatan Mohanty 63 AALKAAP : A POPULAR RURAL PERFORMANCE FORM Arup Biswas Acknowledgements We thank all contributors and interviewees for their photographs. 71 Where not otherwise credited, A DIALOGUE WITH ENGLAND photographs of Neelam Man Singh An interview with Jatinder Verma Chowdhry, The Company and the Naqqals are by Naveen Kishore. 81 THE CHALLENGE OF BINGLISH : ANALYSING Published by Naveen Kishore for MULTICULTURAL PRODUCTIONS The Seagull Foundation for the Arts, Jatinder Verma 26 Circus Avenue, Calcutta 700017 86 MEETING GHOSTS IN ORISSA DOWN GOAN ROADS Printed at Vinayaka Naik Laurens & Co 9 Crooked Lane, Calcutta 700 069 S T Q SEAGULL THeatRE QUARTERLY Dear friend, Four years ago, we started a theatre journal. It was an experiment. Lots of questions. Would a journal in English work? Who would our readers be? What kind of material would they want?Was there enough interesting and diverse work being done in theatre to sustain a journal, to feed it on an ongoing basis with enough material? Who would write for the journal? How would we collect material that suited the indepth attention we wanted to give the subjects we covered? Alongside the questions were some convictions. -
Brahmagupta, Mathematician Par Excellence
GENERAL ARTICLE Brahmagupta, Mathematician Par Excellence C R Pranesachar Brahmagupta holds a unique position in the his- tory of Ancient Indian Mathematics. He con- tributed such elegant results to Geometry and Number Theory that today's mathematicians still marvel at their originality. His theorems leading to the calculation of the circumradius of a trian- gle and the lengths of the diagonals of a cyclic quadrilateral, construction of a rational cyclic C R Pranesachar is involved in training Indian quadrilateral and integer solutions to a single sec- teams for the International ond degree equation are certainly the hallmarks Mathematical Olympiads. of a genius. He also takes interest in solving problems for the After the Greeks' ascendancy to supremacy in mathe- American Mathematical matics (especially geometry) during the period 7th cen- Monthly and Crux tury BC to 2nd century AD, there was a sudden lull in Mathematicorum. mathematical and scienti¯c activity for the next millen- nium until the Renaissance in Europe. But mathematics and astronomy °ourished in the Asian continent partic- ularly in India and the Arab world. There was a contin- uous exchange of information between the two regions and later between Europe and the Arab world. The dec- imal representation of positive integers along with zero, a unique contribution of the Indian mind, travelled even- tually to the West, although there was some resistance and reluctance to accept it at the beginning. Brahmagupta, a most accomplished mathematician, liv- ed during this medieval period and was responsible for creating good mathematics in the form of geometrical theorems and number-theoretic results. -
General Index
General Index Italic page numbers refer to illustrations. Authors are listed in ical Index. Manuscripts, maps, and charts are usually listed by this index only when their ideas or works are discussed; full title and author; occasionally they are listed under the city and listings of works as cited in this volume are in the Bibliograph- institution in which they are held. CAbbas I, Shah, 47, 63, 65, 67, 409 on South Asian world maps, 393 and Kacba, 191 "Jahangir Embracing Shah (Abbas" Abywn (Abiyun) al-Batriq (Apion the in Kitab-i balJriye, 232-33, 278-79 (painting), 408, 410, 515 Patriarch), 26 in Kitab ~urat ai-arc!, 169 cAbd ai-Karim al-Mi~ri, 54, 65 Accuracy in Nuzhat al-mushtaq, 169 cAbd al-Rabman Efendi, 68 of Arabic measurements of length of on Piri Re)is's world map, 270, 271 cAbd al-Rabman ibn Burhan al-Maw~ili, 54 degree, 181 in Ptolemy's Geography, 169 cAbdolazlz ibn CAbdolgani el-Erzincani, 225 of Bharat Kala Bhavan globe, 397 al-Qazwlni's world maps, 144 Abdur Rahim, map by, 411, 412, 413 of al-BlrunI's calculation of Ghazna's on South Asian world maps, 393, 394, 400 Abraham ben Meir ibn Ezra, 60 longitude, 188 in view of world landmass as bird, 90-91 Abu, Mount, Rajasthan of al-BlrunI's celestial mapping, 37 in Walters Deniz atlast, pl.23 on Jain triptych, 460 of globes in paintings, 409 n.36 Agapius (Mabbub) religious map of, 482-83 of al-Idrisi's sectional maps, 163 Kitab al- ~nwan, 17 Abo al-cAbbas Abmad ibn Abi cAbdallah of Islamic celestial globes, 46-47 Agnese, Battista, 279, 280, 282, 282-83 Mu\:lammad of Kitab-i ba/Jriye, 231, 233 Agnicayana, 308-9, 309 Kitab al-durar wa-al-yawaqft fi 11m of map of north-central India, 421, 422 Agra, 378 n.145, 403, 436, 448, 476-77 al-ra~d wa-al-mawaqft (Book of of maps in Gentil's atlas of Mughal Agrawala, V. -
AN ACCOUNT of INDIAN ASTRONOMICAL HERITAGE from the 5Th CE to 12Th CE Astronomical Observation Is the Beginning of Scientific At
Publications of the Korean Astronomical Society pISSN: 1225-1534 30: 705 ∼ 707, 2015 September eISSN: 2287-6936 c 2015. The Korean Astronomical Society. All rights reserved. http://dx.doi.org/10.5303/PKAS.2015.30.2.705 AN ACCOUNT OF INDIAN ASTRONOMICAL HERITAGE FROM THE 5th CE to 12th CE Somenath Chatterjee Sabitri Debi Institute of Technology (School of Astronomy) BANAPRASTHA, P.O. Khamargachi DT Hooghly PIN 712515 India E-mail: [email protected] (Received November 30, 2014; Reviced May 31, 2015; Aaccepted June 30, 2015) ABSTRACT Astronomical observation is the beginning of scientific attitudes in the history of mankind. According to Indian tradition, there existed 18 early astronomical texts (siddhantas) composed by Surya, Pitamaha and many others. Varahamihira compiled five astronomical texts in a book named panchasiddhantika, which is now the link between early and later siddhantas. Indian scholars had no practice of writing their own names in their works, so, it is very difficult to identify them. Aryabhata is the first name noticed, in the book Aryabhatiya. After this point most astronomers and astro-writers wrote their names in their works. In this paper I have tried to analyze the works of astronomers like Aryabhata, Varahamihira, Brah- magupta, Bhaskara I, Vateswara, Sripati and Bhaskaracharya in a modern context and to obtain an account of Indian astronomical knowledge. Aryabhata is the first Indian astronomer who stated that the rising and setting of the Sun, the Moon and other heavenly bodies was due to the relative motion of the Earth caused by the rotation of the Earth about its own axis. -
Indian Mathematics
Indian Mathemtics V. S. Varadarajan University of California, Los Angeles, CA, USA UCLA, March 3-5, 2008 Abstract In these two lectures I shall talk about some Indian mathe- maticians and their work. I have chosen two examples: one from the 7th century, Brahmagupta, and the other, Ra- manujan, from the 20th century. Both of these are very fascinating figures, and their histories illustrate various as- pects of mathematics in ancient and modern times. In a very real sense their works are still relevant to the mathe- matics of today. Some great ancient Indian figures of Science Varahamihira (505–587) Brahmagupta (598-670) Bhaskara II (1114–1185) The modern era Ramanujan, S (1887–1920) Raman, C. V (1888–1970) Mahalanobis, P. C (1893–1972) Harish-Chandra (1923–1983) Bhaskara represents the peak of mathematical and astro- nomical knowledge in the 12th century. He reached an un- derstanding of calculus, astronomy, the number systems, and solving equations, which were not to be achieved any- where else in the world for several centuries...(Wikipedia). Indian science languished after that, the British colonial occupation did not help, but in the 19th century there was a renaissance of arts and sciences, and Indian Science even- tually reached a level comparable to western science. BRAHMAGUPTA (598–670c) Some quotations of Brahmagupta As the sun eclipses the stars by its brilliancy, so the man of knowledge will eclipse the fame of others in assemblies of the people if he proposes algebraic problems, and still more, if he solves them. Quoted in F Cajori, A History of Mathematics A person who can, within a year, solve x2 92y2 =1, is a mathematician. -
UGC MHRD E Pathshala
UGC MHRD e Pathshala Subject: English Principal Investigator: Prof. Tutun Mukherjee, University of Hyderabad Paper 09: Comparative Literature: Drama in India Paper Coordinator: Prof. Tutun Mukherjee, University of Hyderabad Module 09:Theatre: Architecture, Apparatus, Acting; Censorship and Spectatorship; Translations and Adaptations Content Writer: Mr. Benil Biswas, Ambedkar University Delhi Content Reviewer: Prof. Tutun Mukherjee, University of Hyderabad Language Editor: Prof. Tutun Mukherjee, University of Hyderabad Introduction: To be a painter one must know sculpture To be an architect one must know dance Dance is possible only through music And poetry therefore is essential (Part 2 of Vishnu Dharmottara Purana, an exchange between the sage Markandya and King Vajra)1 Quite appropriately Theatre encompasses all the above mentions arts, which is vital for an individual and community’s overall development. India is known for its rich cultural heritage has harnessed the energy of theatrical forms since the inception of its civilization. A rich cultural heritage of almost 3000 years has been the nurturing ground for Theatre and its Folk forms. Emerging after Greek and Roman theatre, Sanskrit theatre closely associated with primordial rituals, is the earliest form of Indian Theatre. Ascribed to Bharat Muni, ‘Natya Sastra or Natyashastra’2 is considered to be the initial and most elaborate treatise on dramaturgy and art of theatre in the world. It gives the detailed account of Indian theatre’s divine origin and expounds Rasa. This text becomes the basis of the classical Sanskrit theatre in India. Sanskrit Theatre was nourished by pre-eminent play-wrights like Bhasa, Kalidasa, Shudraka, Vishakadatta, Bhavabhuti and Harsha.3 This body of works which were sophisticated in its form and thematic content can be equaled in its range and influence with the dramatic yield of other prosperous theatre traditions of the world like ancient Greek theatre and Elizabethan theatre. -
Minutes of 32Nd Meeting of the Cultural
1 F.No. 9-1/2016-S&F Government of India Ministry of Culture **** Puratatav Bhavan, 2nd Floor ‘D’ Block, GPO Complex, INA, New Delhi-110023 Dated: 30.11.2016 MINUTES OF 32nd MEETING OF CULTURAL FUNCTIONS AND PRODUCTION GRANT SCHEME (CFPGS) HELD ON 7TH AND 8TH MAY, 2016 (INDIVIDUALS CAPACITY) and 26TH TO 28TH AUGUST, 2016 AT NCZCC, ALLAHABAD Under CFPGS Scheme Financial Assistance is given to ‘Not-for-Profit’ Organisations, NGOs includ ing Soc iet ies, T rust, Univ ersit ies and Ind iv id ua ls for ho ld ing Conferences, Seminar, Workshops, Festivals, Exhibitions, Production of Dance, Drama-Theatre, Music and undertaking small research projects etc. on any art forms/important cultural matters relating to different aspects of Indian Culture. The quantum of assistance is restricted to 75% of the project cost subject to maximum of Rs. 5 Lakhs per project as recommend by the Expert Committee. In exceptional circumstances Financial Assistance may be given upto Rs. 20 Lakhs with the approval of Hon’ble Minister of Culture. CASE – I: 1. A meeting of CFPGS was held on 7 th and 8th May, 2016 under the Chairmanship of Shri K. K. Mittal, Additional Secretary to consider the individual proposals for financial assistance by the Expert Committee. 2. The Expert Committee meeting was attended by the following:- (i) Shri K.K. Mittal, Additional Secretary, Chairman (ii) Shri M.L. Srivastava, Joint Secretary, Member (iii) Shri G.K. Bansal, Director, NCZCC, Allahabad, Member (iv ) Dr. Om Prakash Bharti, Director, EZCC, Kolkata, Member, (v) Dr. Sajith E.N., Director, SZCC, Thanjavur, Member (v i) Shri Babu Rajan, DS , Sahitya Akademi , Member (v ii) Shri Santanu Bose, Dean, NSD, Member (viii) Shri Rajesh Sharma, Supervisor, LKA, Member (ix ) Shri Pradeep Kumar, Director, MOC, Member- Secretary 3. -
Editors Seek the Blessings of Mahasaraswathi
OM GAM GANAPATHAYE NAMAH I MAHASARASWATHYAI NAMAH Editors seek the blessings of MahaSaraswathi Kamala Shankar (Editor-in-Chief) Laxmikant Joshi Chitra Padmanabhan Madhu Ramesh Padma Chari Arjun I Shankar Srikali Varanasi Haranath Gnana Varsha Narasimhan II Thanks to the Authors Adarsh Ravikumar Omsri Bharat Akshay Ravikumar Prerana Gundu Ashwin Mohan Priyanka Saha Anand Kanakam Pranav Raja Arvind Chari Pratap Prasad Aravind Rajagopalan Pavan Kumar Jonnalagadda Ashneel K Reddy Rohit Ramachandran Chandrashekhar Suresh Rohan Jonnalagadda Divya Lambah Samika S Kikkeri Divya Santhanam Shreesha Suresha Dr. Dharwar Achar Srinivasan Venkatachari Girish Kowligi Srinivas Pyda Gokul Kowligi Sahana Kribakaran Gopi Krishna Sruti Bharat Guruganesh Kotta Sumedh Goutam Vedanthi Harsha Koneru Srinath Nandakumar Hamsa Ramesha Sanjana Srinivas HCCC Y&E Balajyothi class S Srinivasan Kapil Gururangan Saurabh Karmarkar Karthik Gururangan Sneha Koneru Komal Sharma Sadhika Malladi Katyayini Satya Srivishnu Goutam Vedanthi Kaushik Amancherla Saransh Gupta Medha Raman Varsha Narasimhan Mahadeva Iyer Vaishnavi Jonnalagadda M L Swamy Vyleen Maheshwari Reddy Mahith Amancherla Varun Mahadevan Nikky Cherukuthota Vaishnavi Kashyap Narasimham Garudadri III Contents Forword VI Preface VIII Chairman’s Message X President’s Message XI Significance of Maha Kumbhabhishekam XII Acharya Bharadwaja 1 Acharya Kapil 3 Adi Shankara 6 Aryabhatta 9 Bhadrachala Ramadas 11 Bhaskaracharya 13 Bheeshma 15 Brahmagupta Bhillamalacarya 17 Chanakya 19 Charaka 21 Dhruva 25 Draupadi 27 Gargi -
Equation Solving in Indian Mathematics
U.U.D.M. Project Report 2018:27 Equation Solving in Indian Mathematics Rania Al Homsi Examensarbete i matematik, 15 hp Handledare: Veronica Crispin Quinonez Examinator: Martin Herschend Juni 2018 Department of Mathematics Uppsala University Equation Solving in Indian Mathematics Rania Al Homsi “We owe a lot to the ancient Indians teaching us how to count. Without which most modern scientific discoveries would have been impossible” Albert Einstein Sammanfattning Matematik i antika och medeltida Indien har påverkat utvecklingen av modern matematik signifi- kant. Vissa människor vet de matematiska prestationer som har sitt urspring i Indien och har haft djupgående inverkan på matematiska världen, medan andra gör det inte. Ekvationer var ett av de områden som indiska lärda var mycket intresserade av. Vad är de viktigaste indiska bidrag i mate- matik? Hur kunde de indiska matematikerna lösa matematiska problem samt ekvationer? Indiska matematiker uppfann geniala metoder för att hitta lösningar för ekvationer av första graden med en eller flera okända. De studerade också ekvationer av andra graden och hittade heltalslösningar för dem. Denna uppsats presenterar en litteraturstudie om indisk matematik. Den ger en kort översyn om ma- tematikens historia i Indien under många hundra år och handlar om de olika indiska metoderna för att lösa olika typer av ekvationer. Uppsatsen kommer att delas in i fyra avsnitt: 1) Kvadratisk och kubisk extraktion av Aryabhata 2) Kuttaka av Aryabhata för att lösa den linjära ekvationen på formen 푐 = 푎푥 + 푏푦 3) Bhavana-metoden av Brahmagupta för att lösa kvadratisk ekvation på formen 퐷푥2 + 1 = 푦2 4) Chakravala-metoden som är en annan metod av Bhaskara och Jayadeva för att lösa kvadratisk ekvation 퐷푥2 + 1 = 푦2. -
Ancient Indian Mathematics – a Conspectus*
GENERAL ARTICLE Ancient Indian Mathematics – A Conspectus* S G Dani India has had a long tradition of more than 3000 years of pursuit of Mathematical ideas, starting from the Vedic age. The Sulvasutras (which in- cluded Pythagoras theorem before Pythagoras), the Jain works, the base 10 representation (along with the use of 0), names given to powers of 10 S G Dani is a Distinguished up to 1053, the works of medieval mathematicians Professor at the Tata motivated by astronomical studies, and ¯nally Institute of Fundamental Research, Mumbai. He the contributions of the Kerala school that came obtained his bachelor’s, strikingly close to modern mathematics, repre- master’s and PhD degrees sent the various levels of intellectual attainment. from the University of Mumbai. His areas of There is now increasing awareness around the world that interest are dynamics and as one of the ancient cultures, India has contributed sub- ergodic theory of flows on stantially to the global scienti¯c development in many homogeneous spaces, spheres, and mathematics has been one of the recognized probability measures on Lie groups areas in this respect. The country has witnessed steady and history of mathematics. mathematical developments over most part of the last He has received 3,000 years, throwing up many interesting mathemati- several awards including cal ideas well ahead of their appearance elsewhere in the the Ramanujan Medal and the world, though at times they lagged behind, especially in TWAS Prize. the recent centuries. Here are some episodes from the fascinating story that forms a rich fabric of the sustained * This is a slightly modified ver- intellectual endeavour. -
Folk Theatre in India: Role, Needs and Challenges
Wor ld Wide Journal of Multidisciplinary Research and Development WWJMRD 2015; 2(9): 49-51 www.wwjmrd.com Impact Factor MJIF: 4.25 e-ISSN: 2454-6615 Folk Theatre in India: Role, Needs and Challenges Deepak Kumar Deepak Kumar M.A. English, UGC-NET, Panjab University, Abstract Chandigarh, India Folk theatre in the past was instrumental in channelizing newer ideas among the rural masses in their native languages. The ideals of freedom, messages of reform as against child marriage, favouring widow remarriage and girl education were reached out to masses via theater. Even Indian values as truth, sacrifice and love were disseminated via this mode. People in villages, today, do not feel attracted towards folk theatre and it has become an archaic entity representing a dead culture. The present research paper aims to study and examine the reasons for stagnancy in Indian Folk theatre, with relevant examples from folk theatres of some states. It shall suggest the changes that must be incorporated to make this form of art more acceptable, dynamic and progressive. Keywords: Folk, Native, Truth, Sacrifice, Love, Education, Culture, Remarriage, Theatre, Progressive. Introduction Folk theatre has played a great role in infotainment in the past but failed in the present because it did not re-invent itself. It did not modernize its subject unlike its urban counterpart. People also want something besides tales of demons, gods and queens. Any dynamic and progressive change is readily accepted by the society, while static entities are bound to fail in long run. The present research paper traces historical influence of folk theatre on masses and present times with relevant examples from folk theatres of some states, and examines the reasons for stagnancy in present Indian Folk theatre,. -
Appendix: Roster of Emergent Theatre Forms
APPENDIX: ROSTEr OF EMErGENT THEaTrE FOrMS 550–500 BCE—Greek tragedy (Athens) (Hartnoll 607) 500–450 BCE—Greek “Old” Comedy (Athens) (Hartnoll 607) 350–300 BCE—Greek “New” Comedy (Athens) (Hartnoll 551) 250–200 BCE—Comedy and tragedy (Rome) (Banham, Cambridge 936) 250–200 BCE—Mime (Rome) (Duckworth 13) 200–100 BCE—Sanskrit Theatre (India) (Richmond et al. 1990: 27) 150–100 BCE—“Horn butting game” (China) (Dolby, “Early” 11) 50–1 BCE—Pantomime (Rome) (Beacham 142) 500–600 CE—Bukagu/gagaku (Japan) (Leiter 1.67) 600–650—Gigaku (Japan) (Leiter 1.227) 700–750—Canjunxi (Adjutant Play) (China) (Dolby, History 7) 700–750—Tayao niang (Stepping and Swinging Women) (China) (Dolby, “Early” 13) 800–900—Robam kbach boran (lakhon kbach boran) (Cambodia) (Ghulam-Sarwar118) * * * 900–1000—Liturgical theatre (Europe) (Hartnoll 674) 900–1000—Wayang kulit purwa (Indonesia) (Ghulam-Sarwar 276) 900–1000—Gambuh (Indonesia) (Ghulam-Sarwar 79) 900–950—Kuttiyatam (India) (Leiter 1.358) 900–950—Wayang beber (Indonesia) (Ghulam-Sarwar 276) © The Author(s) 2020 305 S. Tillis, The Challenge of World Theatre History, https://doi.org/10.1007/978-3-030-48343-2 306 APPENDIX: ROSTER OF EMERGENT THEATRE FORMS 950–1000—Song (dynasty) zaju (China) (Dolby, History 15) 950–1000—Religious literary drama (Europe) (Banham, Cambridge 501) * * * 1000–1100—Dengaku (Japan) (Leiter 1.154) 1000–1100—Khayāl all-zill (Egypt) (Moreh 47) 1000–1050—Cheo (Vietnam) (Brandon 73) 1050–1100—Wayang topeng (Indonesia) (Ghulam-Sarwar 311) 1050–1100—Sangaku/Sarugaku (Japan) (Ortolani 62–63) * * *