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Guru Granth Sahib
Composition, Arrangement & Layout
ਜਪੁ | Jup
ਸੋ ਦਰੁ | So Dar
ਸੋਹਿਲਾ | Sohilaa
ਰਾਗੁ ਸਿਰੀਰਾਗੁ | Raag Siree-Raag
Gurbani (14-53)
Ashtpadiyan (53-71)
Gurbani (71-74)
Pahre (74-78)
Chhant (78-81)
Vanjara (81-82)
Vaar Siri Raag (83-91)
Bhagat Bani (91-93)
ਰਾਗੁ ਮਾਝ | Raag Maajh
Gurbani (94-109)
Ashtpadi (109)
Ashtpadiyan (110-129)
Ashtpadi (129-130)
Ashtpadiyan (130-133)
Bara Maha (133-136)
Din Raen (136-137)
Vaar Maajh Ki (137-150)
ਰਾਗੁ ਗਉੜੀ | Raag Gauree
Gurbani (151-185)
Quartets/Couplets (185-220)
Ashtpadiyan (220-234)
Karhalei (234-235)
Ashtpadiyan (235-242)
Chhant (242-249)
Baavan Akhari (250-262)
Sukhmani (262-296)
Thittee (296-300)
Gauree kii Vaar (300-323)
Gurbani (323-330)
Ashtpadiyan (330-340)
Baavan Akhari (340-343)
Thintteen (343-344)
Vaar Kabir (344-345)
Bhagat Bani (345-346)
ਰਾਗੁ ਆਸਾ | Raag Aasaa
Gurbani (347-348)
Chaupaday (348-364)
Panchpadde (364-365)
Kaafee (365-409)
Aasaavaree (409-411)
Ashtpadiyan (411-432)
Patee (432-435)
Chhant (435-462)
Vaar Aasaa (462-475)
Bhagat Bani (475-488)
ਰਾਗੁ ਗੂਜਰੀ | Raag Goojaree
Gurbani (489-503)
Ashtpadiyan (503-508)
Vaar Gujari (508-517)
Vaar Gujari (517-526)
ਰਾਗੁ ਦੇਵਗੰਧਾਰੀ | Raag Dayv-Gandhaaree
Gurbani (527-536)
ਰਾਗੁ ਬਿਹਾਗੜਾ | Raag Bihaagraa
Gurbani (537-556)
Chhant (538-548)
Vaar Bihaagraa (548-556)
ਰਾਗੁ ਵਡਹੰਸ | Raag Wadhans
Gurbani (557-564)
Ashtpadiyan (564-565)
Chhant (565-575)
Ghoriaan (575-578)
Alaahaniiaa (578-582)
Vaar Wadhans (582-594)
ਰਾਗੁ ਸੋਰਠਿ | Raag Sorath
Gurbani (595-634)
Asatpadhiya (634-642)
Vaar Sorath (642-659)
ਰਾਗੁ ਧਨਾਸਰੀ | Raag Dhanasaree
Gurbani (660-685)
Astpadhiya (685-687)
Chhant (687-691)
Bhagat Bani (691-695)
ਰਾਗੁ ਜੈਤਸਰੀ | Raag Jaitsree
Gurbani (696-703)
Chhant (703-705)
Vaar Jaitsaree (705-710)
Bhagat Bani (710)
ਰਾਗੁ ਟੋਡੀ | Raag Todee
ਰਾਗੁ ਬੈਰਾੜੀ | Raag Bairaaree
ਰਾਗੁ ਤਿਲੰਗ | Raag Tilang
Gurbani (721-727)
Bhagat Bani (727)
ਰਾਗੁ ਸੂਹੀ | Raag Suhi
Gurbani (728-750)
Ashtpadiyan (750-761)
Kaafee (761-762)
Suchajee (762)
Gunvantee (763)
Chhant (763-785)
Vaar Soohee (785-792)
Bhagat Bani (792-794)
ਰਾਗੁ ਬਿਲਾਵਲੁ | Raag Bilaaval
Gurbani (795-831)
Ashtpadiyan (831-838)
Thitteen (838-840)
Vaar Sat (841-843)
Chhant (843-848)
Vaar Bilaaval (849-855)
Bhagat Bani (855-858)
ਰਾਗੁ ਗੋਂਡ | Raag Gond
Gurbani (859-869)
Ashtpadiyan (869)
Bhagat Bani (870-875)
ਰਾਗੁ ਰਾਮਕਲੀ | Raag Ramkalee
Ashtpadiyan (902-916)
Gurbani (876-902)
Anand (917-922)
Sadd (923-924)
Chhant (924-929)
Dakhnee (929-938)
Sidh Gosat (938-946)
Vaar Ramkalee (947-968)
ਰਾਗੁ ਨਟ ਨਾਰਾਇਨ | Raag Nat Narayan
Gurbani (975-980)
Ashtpadiyan (980-983)
ਰਾਗੁ ਮਾਲੀ ਗਉੜਾ | Raag Maalee Gauraa
Gurbani (984-988)
Bhagat Bani (988)
ਰਾਗੁ ਮਾਰੂ | Raag Maaroo
Gurbani (889-1008)
Ashtpadiyan (1008-1014)
Kaafee (1014-1016)
Ashtpadiyan (1016-1019)
Anjulian (1019-1020)
Solhe (1020-1033)
Dakhni (1033-1043)
ਰਾਗੁ ਤੁਖਾਰੀ | Raag Tukhaari
Bara Maha (1107-1110)
Chhant (1110-1117)
ਰਾਗੁ ਕੇਦਾਰਾ | Raag Kedara
Gurbani (1118-1123)
Bhagat Bani (1123-1124)
ਰਾਗੁ ਭੈਰਉ | Raag Bhairo
Gurbani (1125-1152)
Partaal (1153)
Ashtpadiyan (1153-1167)
ਰਾਗੁ ਬਸੰਤੁ | Raag Basant
Gurbani (1168-1187)
Ashtpadiyan (1187-1193)
Vaar Basant (1193-1196)
ਰਾਗੁ ਸਾਰਗ | Raag Saarag
Gurbani (1197-1200)
Partaal (1200-1231)
Ashtpadiyan (1232-1236)
Chhant (1236-1237)
Vaar Saarang (1237-1253)
ਰਾਗੁ ਮਲਾਰ | Raag Malaar
Gurbani (1254-1293)
Partaal (1265-1273)
Ashtpadiyan (1273-1278)
Chhant (1278)
Vaar Malaar (1278-91)
Bhagat Bani (1292-93)
ਰਾਗੁ ਕਾਨੜਾ | Raag Kaanraa
Gurbani (1294-96)
Partaal (1296-1318)
Ashtpadiyan (1308-1312)
Chhant (1312)
Vaar Kaanraa
Bhagat Bani (1318)
ਰਾਗੁ ਕਲਿਆਨ | Raag Kalyaan
Gurbani (1319-23)
Ashtpadiyan (1323-26)
ਰਾਗੁ ਪ੍ਰਭਾਤੀ | Raag Prabhaatee
Gurbani (1327-1341)
Ashtpadiyan (1342-51)
ਰਾਗੁ ਜੈਜਾਵੰਤੀ | Raag Jaijaiwanti
Gurbani (1352-53)
Salok | Gatha | Phunahe | Chaubole | Swayiye
Sehskritee Mahala 1
Sehskritee Mahala 5
Gaathaa Mahala 5
Phunhay Mahala 5
Chaubolae Mahala 5
Shaloks Bhagat Kabir
Shaloks Sheikh Farid
Swaiyyae Mahala 5
Swaiyyae in Praise of Gurus
Shaloks in Addition To Vaars
Shalok Ninth Mehl
Mundavanee Mehl 5
ਰਾਗ ਮਾਲਾ, Raag Maalaa
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Calculating The Rarity Of A Fingerprint
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<blockquote data-quote="spnadmin" data-source="post: 138465" data-attributes="member: 35"><p>Although fingerprints are unique to every individual, crime scene prints are usually incomplete patterns taken off doorknobs or glass.</p><p></p><p>Knowing the rarity of a partial print could be useful to forensic scientists who are trying to determine how valuable a fingerprint is as evidence, said Sargur Srihari, a computer scientist at the University at Buffalo who is leading the research.</p><p></p><p>Rarity is already used as an evaluation tool.</p><p></p><p>“Consider the simple case where an offense was committed by someone who is seven feet tall,” said Dr. Srihari. “That is a pretty rare height, so it’s valuable evidence in helping to identify the person.”</p><p></p><p>Another example is DNA. Forensic analysts can determine how rare a particular DNA pattern is and then choose to use this to identify possible culprits.</p><p></p><p>Dr. Srihari and his graduate student Chang Su say they have done the same for fingerprints.</p><p></p><p>“It’s purely mathematical,” Dr. Srihari said. “We’re simply saying, ‘We just found something that is unusual, and that makes it an important piece of evidence.’ ”</p><p></p><p>To do the research, the scientists defined fingerprints as a series of points, composed of the endings of ridges and ridge bifurcations.</p><p></p><p>They then pulled from a database of 4,000 fingerprints kept on file at the National Institute of Standards and Technology and created a computer system that can read fingerprint patterns. Based on a print’s points, the system can mathematically determine its rarity.</p><p></p><p>Today, forensic scientists make this call without the aid of technology.</p><p></p><p>“They might find hundreds of prints at a crime scene, and right now the analysis is done intuitively by human examiners,” Dr. Srihari said. “But we can calculate that.”</p><p></p><p>The research was presented this week in Vancouver, British Columbia, at the annual Neural Information Processing Systems conference. </p><p></p><p><a href="http://www.nytimes.com/2010/12/14/science/14obfingerprint.html?ref=science" target="_blank">http://www.nytimes.com/2010/12/14/science/14obfingerprint.html?ref=science</a></p></blockquote><p></p>
[QUOTE="spnadmin, post: 138465, member: 35"] Although fingerprints are unique to every individual, crime scene prints are usually incomplete patterns taken off doorknobs or glass. Knowing the rarity of a partial print could be useful to forensic scientists who are trying to determine how valuable a fingerprint is as evidence, said Sargur Srihari, a computer scientist at the University at Buffalo who is leading the research. Rarity is already used as an evaluation tool. “Consider the simple case where an offense was committed by someone who is seven feet tall,” said Dr. Srihari. “That is a pretty rare height, so it’s valuable evidence in helping to identify the person.” Another example is DNA. Forensic analysts can determine how rare a particular DNA pattern is and then choose to use this to identify possible culprits. Dr. Srihari and his graduate student Chang Su say they have done the same for fingerprints. “It’s purely mathematical,” Dr. Srihari said. “We’re simply saying, ‘We just found something that is unusual, and that makes it an important piece of evidence.’ ” To do the research, the scientists defined fingerprints as a series of points, composed of the endings of ridges and ridge bifurcations. They then pulled from a database of 4,000 fingerprints kept on file at the National Institute of Standards and Technology and created a computer system that can read fingerprint patterns. Based on a print’s points, the system can mathematically determine its rarity. Today, forensic scientists make this call without the aid of technology. “They might find hundreds of prints at a crime scene, and right now the analysis is done intuitively by human examiners,” Dr. Srihari said. “But we can calculate that.” The research was presented this week in Vancouver, British Columbia, at the annual Neural Information Processing Systems conference. [url]http://www.nytimes.com/2010/12/14/science/14obfingerprint.html?ref=science[/url] [/QUOTE]
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Calculating The Rarity Of A Fingerprint
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