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Kingdom of Tanur

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(Redirected from Vettattnad) Medieval kingdom in southwest India Not to be confused with Vettom Grama Panchayath.

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Kingdom of TanurVettathunad (Malayalam)
Tanur Swaroopam (Malayalam)
Prakashabhu (Sanskrit)
Kingdom of Light (English)
Before 12th century CE–1793
Capital
10°58′N 75°52′E / 10.97°N 75.87°E / 10.97; 75.87
Common languagesMalayalam
GovernmentKingdom
History 
• Established Before 12th century CE
• Death of last Raja 24 May 1793
Today part ofMalappuram, Kerala, India

The Kingdom of Tanur (also referred to as Vettathunadu, Vettom, Tanur Swaroopam, and Prakashabhu, or the Kingdom of Light) was a feudal principality on the Malabar Coast of the Indian subcontinent during the Middle Ages. It was governed by the Tanur dynasty, a Hindu ruling family that claimed Kshatriya status. The kingdom encompassed parts of the coastal Taluks of Tirurangadi, Tirur, and Ponnani in present-day Malappuram district, including locations such as Tanur, Tirur (historically known as Trikkandiyur) and Chaliyam. The coastal villages of Kadalundi and Chaliyam in the southernmost region of Kozhikode district also fell under Tanur Swaroopam.

The rulers of Vettathunadu were long-standing feudatories of the Zamorin of Calicut. With the arrival of the Portuguese on the Malabar coast, the Vettathunadu kings began to manoeuvre between the Portuguese and the Zamorin. They were among the first vassals of Calicut to stand up against the Zamorin with Portuguese support . In 1546, Francis Xavier visited Tanur and the Keraladeshpuram Temple located there.

In 1549, a ruler of Vettathunadu converted to Christianity under Portuguese influence. This conversion marked a shift in the kingdom's alliance, allowing the Portuguese to construct a fortress at Chaliyam.

In the 17th century, the Queen of Cochin adopted some Vettathunadu princes. This adoption included parts of the Chovvaram (Sukapuram) village, which was one of the 64 historic villages of Nambudiris. The adoption contributed to tensions among the regional powers and principalities.

The Tanur royal family became extinct following the death of the last king on 24 May 1793. After which the kingdom came under control of the English East India Company. In 1842, the temple associated with the royal family was transferred to the Zamorin of Calicut, marking the end of the kingdom's independent identity.

The Vettathunadu rulers were renowned patrons of arts and learning. A Vettathunadu ruler is credited with introducing innovations toKathakali, which have come to be known as the Vettathu Sambradayam (Vettathu tradition). The region was also the birthplace of the famous poets Thunchaththu Ramanujan Ezhuthachan, celebrated as "The Father of Modern Malayalam", and Vallathol Narayana Menon, the founder of Kerala Kalamandalam.

The Kerala school of astronomy and mathematics flourished between the 14th and 16th centuries. Scholars from the school made significant advancements in addressing astronomical problems and independently developed a number of important mathematical concepts, including series expansion for trigonometric functions.

Etymology and dominions

Erstwhile Vettathunad Taluk in the Malabar District during British rule. It was merged with Ponnani taluk in 1861 and separated from Ponnani taluk to form Tirur Taluk in 1957.

The name Tanur Swaroopam (Tanni-ur Swaroopam) is derived from three Malayalam language words. Tanni refers to the tree bastard myrobalan, ur translates to "village" and swaroopam to "Kingdom". In literary works, the kingdom is often referred to as Prakasa Bhu (The Kingdom of Light), and its ruler Prakasa Bhu Palan. The king of Tanur Swaroopam was addressed raja, thampuran, or naduvazhi.

During the British arrival, the Kingdom of Tanur ("nadu") was divided into 21 administrative divisions called amsoms as documented by William Logan. Each amsom often had a central bazaar. The divisions were as follows:

Political history

Ancient history

Names, routes and locations of the Periplus of the Erythraean Sea (1st century CE)

The ancient port of Tyndis, mentioned in the Periplus of the Erythraean Sea, was located on the northern side of Muziris and is believed to have been situated near Tanur. The exact location of Tyndis remains disputed, with suggested sites at Ponnani, Tanur, Beypore-Chaliyam-Kadalundi-Vallikkunnu, and Koyilandy. Notably, Ponnani marked the southern boundary of the kingdom of Tanur, while the Beypore-Chaliyam-Kadalundi-Vallikkunnu region was at its northern end. Tyndis was a major trade hub, second only to Muziris, facilitating trade between the Cheras dynasty and the Roman Empire.

Pliny the Elder, writing in the 1st century CE, noted that the port of Tyndis was located at the northwestern border of Keprobotos (Chera dynasty). During the Sangam period, The North Malabar region, lying north of the port at Tyndis, was ruled by the kingdom of Ezhimala. According to the Periplus of the Erythraean Sea, the region known as Limyrike began at Naura and Tyndis. However, Ptolemy identified only Tyndis as the Limyrike's starting point. Limyrike likely extended to Kanyakumari, corresponding approximately to the present-day Malabar Coast. The annual value of trade between Rome and this region has been estimated at around 50,000,000 sesterces. Pliny the Elder also mentioned that Limyrike was prone to attacks by pirates. Cosmas Indicopleustes identified it as a key source of peppers.

Pre-Portuguese history

The early history of Vettathunadu, prior to the arrival of the Portuguese armadas, remains largely obscure. According to legendary traditions, the origins of the dynasty is often dated back to the Chera period. The Chera Kingdom began to disintegrate in the early 12th century. During the following period instability, most of the Chera lands were taken over by newly arrived Namboothris and Nairchieftains, who defeated the Tamil governors and vassals of the Chera administration. Many of these local rulers proclaimed independence.

Vasco da gama and Manavikraman Zamorin by Veloso Salgado (1864–1945)

The ruler of Vettathunad was among the earliest Nair chieftains in Malabar to acknowledge the suzerainty of the Zamorin of Calicut. The neighbouring states of Parappanad and Beypore also became vassals of the Zamorin. Calicut annexed these regions probably in between 1340 and 1350 AD. The primary objective of these conquests was not territorial expansion but rather for control of strategic ports and the fertile paddy fields of the Bharathappuzha (Nila) river valley. While regions like Parappanad, Valluvanad, and Vettathunad prospered due to their geographical advantage in maritime trade, the inland Eranad region suffered from limited access to the Arabian Sea and less fertile lands for paddy cultivation. Following the annexation the Zamorin himself prepared and attended a coronation function of the Vettathunad king. This was a unique occurrence, as no other vassal state under the Zamorin received such attention. This may be interpreted as the Zamorin's strategy to solidify his authority over the parts, the Bharathappuzha river system, and its fertile valley.

The successors of the Zamorin, known as the Eralpads, governed the banks of the Bharathappuzha river after the annexation of territories formerly belonging to Vettathunad and neighbouring principalities. During the Thirunavaya Wars, fought between the Cochin-Valluvanad alliance and Calicut, the rulers of Vettattnad supported the Zamorin. Following the capture of Thirunavaya, the Zamorin declared himself Protector and assumed the sole right to conduct the famous Mamankam festival. As part of their allegiance, all feudatories, including the Vettathunad king, were required to send flags to Thirunavaya during the festival as a symbol of respect for the Zamorin.

  • During the Mamankam festival, the king of Vettathunad held the right to stand on the right of the Zamorin of Calicut, while the Shah Bandar Koya of Calicut stood on the Zamorin's left.
  • After the puberty ceremony (thirandu-kalyanam) of the Zamorin princess (Thampurati), the Zamorin selected a suitable husband for his "anathiraval". They were generally chosen, for political and strategic reasons from the dynasties of Vettom, Berypore, Kurumburanad and Kodungallur
  • As the coronation ceremonies (Ari-yittu-vazhcha) of a new Zamorin, held after the death of his uncle, included a ritual where the Zamorin entered the pulakuli pond hand-in-hand with the Raja of Punnattur. Until 1793, the Vettathunad king also participated in the ceremony, holding the Zamorin's right hand, with the Punnattur king holding his left.
  • The lord of Kalpakanchery, a region within Vettathunad, was present during the coronation of a new Zamorin.

The Poruguese arrival

A 1652 map of India (Tanur was a major port town on Malabar Coast)

The rulers of Tanur aligned with the Portuguese during the 16th and 17th centuries. The Portuguese Armada, led by Vasco da Gama, first landed in Malabar in 1498. However, the Zamorin of Calicut soon expelled the Portuguese from his territories. The Portuguese quickly found local allies among some of the city-states on the Malabar coast, such as Cochin, Cannanore and Quilon. The ruler of Tanur (Vettathuraja), who was partially subject to the Zamorin at the time, also seized this opportunity to break away. Like the kings of Beypore and Chalium (Parappanad), he secretly opposed the policies of the Zamorin regarding the Kingdom of Cochin. Despite these alliances with the Portuguese, the Tanur forces under the king fought for the Zamorin in the Battle of Cochin (1504).

The Defection of Tanur

After the raid on Cranganore in October 1504, Lopo Soares de Albergaria, commander of the Sixth Indian Armada of the Portuguese, received an urgent appeal from the ruler of Tanur. The Vettathuraja, in conflict with his overlord, the Zamorin of Calicut, offered to submit Portuguese suzerainty in exchange for military assistance. The Vettathuraja reported that a Calicut column, personally led by the Zamorin, had been hastily assembled to counter the Portuguese hold on Cranganore. However, the forces of Tanur but that he managed to block the Zamorin's passage at Tanur. Responding to his request, Lopo Soares dispatched Pêro Rafael with a caravel and a sizeable Portuguese armed contingent to aid Tanur. The combined forces defeated and dispersed Zamorin's column upon its arrival.

Governor Lopo Soares de Albergaria, in Livro de Lisuarte de Abreu

The raid on Cranganore and the defection of Tanur dealt serious blows to the Zamorin, pushing the frontline northward and placing the Vembanad lagoon out of the Zamorin's reach. The loss dashed any immediate hopes the Zamorin had of resuming his attempts to capture Cochin via the backwaters. Equally devestating were the battles at Cranganore and Tanur, involving significant numbers of Malabari captains and troops, exposing the waning authority of the Zamorin. The earlier Battle of Cochin had broken his authority, and these subsequent battles (Cranganore and Vettathunad) further demonstrated that the fear of the Zamorin's dominance had dissipated.

On 31 December 1504, Lopo Soares de Albergaria, commander Sixth India Armada of the Portuguese, set out from Cochin with plans to dock briefly at the port of Ponnani to pay respects to his newly aligned ally, the king of Vettom. During the negotiations for entry at the port, Lopo Soares received a message that redirected him to the Battle of Pandarane (modern-day Koyilandi). Later that same year, the king of Vettom invited a small Portuguese force to his kingdom. Despite the visit, and the growing alliance with the Portuguese, the king hesitated to opnely defy the Zamorin. Instead, he sent the Portuguese back with numerous presents and a pledge of secret support against the Zamorin.

Barbosa (1516) describes:

“Further on … are two places of Moors (Mappilas) 5 leagues from one another. One is called Paravanor, and the other Tanor, and inland from these towns is a lord (Vettathuraja) to whom they belong; and he (Vettathuraja) has many Nairs, and sometimes he rebels against the King of Calicut (Samoothiri). In these towns, there is much shipping and trade, for these Moors is great merchants”

Correa (1521) was very interested in the Kingdom, as he says:

”…and the lord of Tanor (Vettathuraja), who carried on a great sea-trade with many ships, which trafficked all about the coast of India with passes from our (Portuguese) Governors, for he only dealt in wares of the country; and thus he was the greatest possible friend of the Portuguese, and those who went to his dwelling were entertained with the greatest honour, as if they had been his brothers. In fact, for this purpose he kept houses fitted up, and both cots and bed-steads furnished in our fashion, with tables and chairs and casks of wine, with which he regaled our people, giving them entertainments and banquets, insomuch that it seemed as if he were going to become a Christian…”

The allegiance of the Muslim merchants in the region remained steadfastly with the Zamorin of Calicut. In 1523, a bold merchant from Tanur demonstrated his loyalty by sailing a fleet of 8 ships and 40 boats from Calicut to the Red Sea before the eyes of the Portuguese viceroy Duarte de Menezes. At the time, Portuguese power in the region was too weak to respond to such actions. Following the death of Portuguese Viceroy Vasco da Gama in December 1524, tensions escalated. Shortly thereafter, some 100 ships, with the support of Zamorin, attacked Jewish and Christian settlements in Kodungallūr. This attacking Moplah party included men from Tānūr and Chāliyam.

In 1528, a ship was wrecked off the coast of Vettom, and the king of Vettom provided shelter to the crew, refusing to surrender them to the Zamorin. Some sources indicate that the ship belonged to Portual. However, the Tohfut-ul-Mujahideen identifies the ship as French:

"And in the year (A.H.) 935, a ship belonging to the Franks was wrecked off Tanoor. Now the Ray of that place affording aid to the crew, the Zamorin sent a messenger to him demanding of him the surrender of the Franks who composed it, together with such parts of the cargo of the ship as had been saved, but that chieftain having refused compliance with this demand, a treaty of peace was entered into with the Franks by him; and from this time the subjects of the Ray of Tanoor traded under the protection of the passes of the Franks."

Then, Nuno da Cunha's envoys entered into a successful intrigue with the king of Vettam (the same king to be converted to Christianity later) to make a fort near Ponnāni River (Bharathappuzha), in the opposite bank (north) of Ponnāni town. However, the Portuguese were not successful as the ships bringing building materials were destroyed when trying to cross the dangerous river mouth and a storm.

In 1529, being joined by six brigantines and a galley, with 100 chosen men, commanded by Christopher de Melo, the united squadron of Lope Vaz de Sampayo took a very large ship laden with pepper in the river Chale, though defended by numerous artillery and 800 men.

Battles at Chaliyam Fort

Siege and battles at Chaliyam Fort
Part of Portuguese battles in the Indian Ocean
Date1538-40, 1571
LocationChaliyam, India
Result Victory of Zamorin of Calicut, destruction of Chaliya,m fort
Belligerents
Portuguese Empire
Tanur, Malappuram
Chaliyam
Zamorin of Calicut
Mappilas from Ponnani, Punur, Tanur and Parappanangadi
Commanders and leaders
Athed (?) Zamorin of Calicut
Pattu Kunnhāli (Kunnhāli Marakkār III)
Portuguese battles
in the Indian Ocean
16th century
17th century
18th century
Portuguese colonial campaigns
Portuguese colonial campaigns
15th century
16th century
17th century
18th century
19th century
20th century
South India from a map by Emanuel Bowen, an English map engraver. Note that in the map, only Vettathunad is shown with a separate boundary within the Kingdom of Samoothiri

The strategic Chaliyam – also known as Challe – was a Portuguese garrison between 1531 and 1571. Chāliyam was a strategic site, for it was only 10 km south of Calicut and was situated in a river that falls into the sea about three leagues from Calicut, which is navigable by boats all the way to the foot of the Ghat mountains.

In 1531, the same 'to be converted' Vettam king enabled the construction of an important Portuguese fort in Chāliyam island as a part of a peace treaty between the Zamorin and the Portuguese viceroy (the governor-general) Nuno da Cunha. Being perplexed by the great losses the Samoothiri was continually sustaining through the Portuguese superiority at sea, so he made overtures towards an accommodation and under Nuno da Cunha the Portuguese were retaining their lost supremacy. Chalium was controlled by the Parappanad raja (aka king of Chalium) called Urinama. Like the Vettathuraja he also helped the Portuguese. Parappanaduraja and Vettathuraja were anxious to throw off their subjection to the Samoothiri and to enter into alliance with the Portuguese, in hopes of becoming rich by participating in their trade.

Immediately upon procuring the consent of the Zamorin to construct the fort, Nuno da Cunha set out from Goa with 150 sail of vessels, in which were 3000 Portuguese troops and 1000 native Lascarines. So much diligence was used in carrying on the work, even the gentlemen participating in the labour, that in twenty-six days it was in a defensible situation, being surrounded by a rampart nine feet thick and of sufficient height, strengthened by towers and bastions or bulwarks at proper places. It's said that the Portuguese destroyed a nearby mosque and used its stones to build the fort! The rectangular shaped fort was built to decline the Arab sea trade in the region. In 1532 with the help of the king of Vettam a chapel was built at Chaliyam, together with a house for the commander, barracks for the soldiers, and store-houses for trade. Diego de Pereira, who had negotiated the treaty with the Zamorin, was left in command of this new fortress, with a garrison of 250 men; and Manuel de Sousa had orders to secure its safety by sea, with a squadron of twenty-two vessels.

The Samoothiri soon repented of having allowed this fort to be built in his dominions, and used ineffectual endeavours to induce the Parappanatturaja, Caramanlii (King of Beypore?) (Some records say that Vettathuraja was also with them) to break with the Portuguese, even going to war against them.

Samoothiri's first attempt (1538–40)

But within seven years, in 1538, the Zamorin attacked Vettattnād and Chāliyam (Parappanad). The king of Parappanād made an unconditional peace with Zamorin. The king of Vettam, after a protracted fight, was compelled to surrender some of his lands near Ponnāni and Chāliyam island. But Portuguese fort could not be destroyed. The Zamorin now had his absolute control over the area around the fort. Only by 1540, the Zamorin entered into an agreement with the Portuguese and stopped the war. But the skirmishes continued in the seas by Moplah navigators based at Ponnāni.

Conversion of Vettathuraja

From 1545, the Vettathuraja banked on the Portuguese to help him solidify his position vis-à-vis the Samoothiri. In his experience in dealing with the Portuguese, he presumed that converting to Christianity was the way to express his political alliance and client relationship. Vettathuraja announced to the Portuguese religious specialists that his conversion had to remain secret in order not to lose his honour or his Caste. In fact, it was his close political (and religious ties) to the Portuguese that may have brought him certain disadvantages on the complicated checkerboard of power relations on the Malabar Coast. Jesuit records claim that the Vettathuraja thus played his own double game with the Portuguese and with the other rival little (and bigger) kings in the region. The Vettathuraja demanded to preserve after conversion certain external signs of his caste, such as the Poonul, as well as other Hindu customs. The unanimous opinion of the ecclesiastics in Goa was that such dissimulation went against the decisions of the Church Fathers. The theologians in Goa were puzzled and undecided about the question as to whether or not to permit Vettathuraja to continue wearing, the external signs of a Brahman.

An urgent ad hoc Consultation headed by the Governor, Jorge Cabral, debated this issue and drafted some of the first typically accommodationist propositions. It was the Bishop, Juan de Albuquerque, who furnished Biblical examples on behalf of such accommodating practices.

Voyages of St. Francis Xavier

Tanur ( Tanore or Banor) town was one of the oldest Portuguese settlements in Kerala. In 1546, Saint Francis Xavier visited Tanur.

In 1549 the King of Vettam fell in the offers of the Portuguese and officially converted to Christianity. The conversion took place in Goa in a festive mood led by Jesuit padre named António Gomes. António Gomes was a Catholic missionary arrived from Goa in October 1548. The offer was to make him the king of Kērala by defeating the Zamorin. The poor king believed them. At the time, the choice to convert Vettathuraja whose tiny realm was jammed between Samoothiri to the north, mostly hostile to Portuguese, and the fortress of Chaliyam guarded by Portuguese Captain Diego de Pereira and a handful of soldiers appeared both practical and providential. Jesuit records says that Vettathuraja himself begged to be converted and asked for a Christian priest to reside in Tanur. After the conversion, he was called Dom João. Vettathuraja was not permitted in Goa. After various spectacular or secret negotiations, confinements and escapes, Vettathuraja did finally visit Goa in October 1549. He received a sumptuous and ostentatious reception. He was paraded in procession through Goa, accompanied by various musical instruments such as trombetas, kettledrums and shawms, artillery discharges, from church bells, Vettathuraja was dressed up by the Portuguese as they felt fitting for the king.

That is, as a Portuguese fidalgo, "in honourable and rich clothes, with a very rich sword fastened , with a rich dagger, one golden chain, black velvet slippers, a black velvet hat with a printed design".

But, a few days after, the king returned to Hinduism saying he did not have any gain. Once he regained his kingdom loaded with Portuguese gifts, Vettathuraja doffed his Portuguese clothes and in the long run disappointed the Governor, Jorge Cabral and the Jesuits. It was the politics of pepper that undid his friendship with the Portuguese. On 21 February 1550, Cabral wrote to the king of Portugal Dom João III doubting that Vettathuraja converted sincerely, "Jesuits who had so much confidence in conversion of Vettathuraja confess that they were deceived, but by caution, I have to dissemble with him". In addition, he cautioned that "the conversion to Christianity might produce "discord" between the Samoothiri and Kochi and endanger the regular procurement of pepper in Kerala".

In fact, the Fourth Pepper War broke out sometime before June (1550) over a disputed territory—the island of Varutela—between the King of Kochi and the king of Vadakkumkur. A series of bloody encounters ensued and the Samoothiri allied with the Vettathuraja on the side of the king of Vadakkumkur were opposed to the King of Kochi and the Portuguese. After negotiations, rendered even more complicated by the appointment of the new Portuguese Viceroy, Dom Affonso de Noronha, the conflict remained unsettled and the amuck runners of the deceased King of Vadakkumkur wreaked havoc in the town of Kochi. Consequently, the cargo of pepper was not sent to Lisbon until the late February 1551.

Roughly from April until September 1549, Gomes partly resided in Tanur, and partly travelled southwards along the Malabar Coast. He had been officially sent by the bishop, Juan de Albuquerque, to instruct the Vettathuraja reputed to have been secretly converted to Christianity the previous year (1548).

By 1549, the situation had somewhat changed, the Vettathuraja was secretly converted by the vicar in Chaliyam, João Soares, and the Franciscan Frey Vicente de Lagos, who gave the neophyte a metal crucifix to hang onto his thread, "hidden on his chest".

And while all went just fine for António Gomes who was allowed to build the church in the town, to baptise the Vettathuraja's wife as Dona Maria, and to perform Christian marriage rites for the kingly couple—all this was done in secret, "ocultamente".

When Lopo Soares arrived at Cochin (1553) after his victory over the Samoothiri the Vettathuraja sent a complain to him against the Samoothiri by ambassadors, begging for peace and help against the Samoothiri, having fallen out with him for reasons that touched the service of the King of Portugal.

In 1569 and 1570 there were again wars with the Portuguese and Zamorin's forces at Chāliyam fort. In these wars the notorious Moplah dacoit Kutti Pōker lost his life in his fight against the Portuguese at Chāliyam fort.

Samoothiri's second attempt (1571)

In 1571, the Zamorin got a fresh chance against the Portuguese. He began a siege to capture the Chāliyam fort with help of the Moplahs from the surroundings on Sufur 14 or 15 of that year. The Moplah admiral Pattu Kunnhāli (Kunnhāli Marakkār III) led the navy of the Zamorin in the siege. Moplahs from Ponnani, Punur, Tanur, Parappanangadi were in the fleet. The Portuguese lost the war. Many of their soldiers died inside the fortress. The seizing force had dug many trenches around the fortress. The Zamorin spent great amount of money in the siege. At the end of the two months of siege, Zamorin himself came to Chalium from Ponnani and began to command. The Portuguese were starving inside the garrison. The food materials sent from Cochin and Cannanore were blocked long before it reached.

After two months of siege, on the midnight of 15 September 1571, the Portuguese led by Athed surrendered to the alliance. They agreed empty the fortress on the condition that no one will be harmed. The Vettam king had to escort the Portuguese in their return journey to Tanur. Then they were sent to Cochin. It was too late for the backup from Goa.

The Zamorin destroyed the fort and the chapel leaving not one stone upon another which was his greatest problem ever since its construction in 1531. He sent most of the debris to Calicut and he gave that portion of land to build a new mosque. And Zamorin gave Kottaparamba and surrounding areas, as earlier decided, to the king of Parappanād (aka king of Chalium), his ally in the siege.

Antonio Fernandes de Chalium (Chale) held an important command under Portuguese generals, and was raised to the dignity of a Knight of the military Order of Christ. He was a convert from Chalium (Chale). Killed in action in 1571, Antonio Fernandes received a state funeral at Goa.

The Portuguese sailors burned Chāliyam town in 1572 as revenge.

Post-Portuguese history

By the 17th century, the Portuguese authority on the Malabar Coast significantly reduced with the emergence of the Dutch. Soon the small principalities in the region became puppets in the hands of the two colonial powers and fought each other. In 1658 the crown of Cochin became vacant and five princes from the Tānūr and Aroor dynasties were adopted to the palace by the regent of Cochin, Queen Gangādhara Lakshmi (1656–1658), and were given the right to succeed. This regent queen was under the influence of the Portuguese, and later the eldest member of the adoptees from Tanur, Rama Varma (1658–1662), was crowned. This incidence of adoption is mentioned in some of the local folk tales. However, Henric Vanrid has stated that the number of adoptions as four. Two of the five adopted were from Tanur, but there is no hint of how many people were adopted from Aroor and what happened to them later. Nonetheless, nine of them survived to be kings.

Codacal Tile Factory was run by the Commonwealth Trust at Codacal. The Tile Factory at Codacal, started in 1887, is the second tile manufacturing industry in India.
Tirur railway station, the oldest Railway Station of Kerala, opened in 1861

However, an elder branch (mūtta tāvazhi) of the Cochin dynasty itself ignored the adoptions and appealed to the Zamorin of Calicut for help. The leader of the elder branch was the dispossessed prince Vīra Kērala Varma. The Zamorin decided to help the elder branch and Āditya Varma, king of Vadakkumkūr, king of Edappally and ruler of Pāliyam rallied around the Zamorin in support of the elder branch's dispossessed prince. The king of Purakkad supported the ruling Tānūr princes. On the advice of the chief of Pāliyam, the dispossessed prince set sail to Colombo in Ceylon and asked help from the Dutch governor, Joan Maetsuycker, against the Portuguese-supported ruling princes. Later he sought exile in Colombo. The Dutch now found a huge chance of getting a major say in the politics of Malabar. In 1661, the Dutch led the allies of the dispossessed prince, with the armies of Zamorin of Calicut, against the Portuguese and the ruling Cochin king (Tānūr adoptee). The city of Cochin was attacked and the battle resulted in a disastrous failure of the Portuguese and Cochin rulers. Three of the Tānūr princes including Rama Varma killed in the war, Rani Gangadharalakshmi was sent to prison and the ruling king escaped to Eranākulam where he was given refuge by the king of Purakkad. After the death of Rama Varma and the other adopted prince Goda Varma (1662–1663), only survivor from Tanur, was crowned. On 7 January 1663, the Dutch attacked Cochin Port again and the prince surrendered to the Dutch. Vīra Kērala Varma (1663–1687) later crowned as the king of Cochin by the Dutch.

With the eclipse of the Portuguese influence in Malabar, Kingdom of Tanur reduced into the status of one of the numerous petty states in the region. In the 18th century, Kingdom of Mysore expanded their territory to the Malabar Coast and Tanur royal family lost many of its members during the invasion of Mysore. By the treaty of Seringapatam Mysore ceded Malabar to the English East India Company. On 14 August 1792, a minister of Tanur took over the kingdom for his king from the East India Company. By the death of the Vettom king on 24 May 1793 the Tanur dynasty came to an end. That was the time when the Joint Commissioners were doing the revenue settlements of the kingdom as the beginning of the British occupation in Malabār. Since there is no heir to the throne, the British took over the rule again and soon absorbed Tanur to the newly formed Malabar District. The temple of the Tanur royal family was transferred to the Zamorin of Calicut in 1842.

Ponnani Canal

Ponnani Canal was constructed for the transportation of goods from Ponnani to Tirur Railway Station. Here is a description about the Ponnani Canal by Basel Mission employees at Codacal.

...nowadays a steamship travels between Ponani and Tirur through the Canal, where the most convenient railway station for Ponnani is to be found. The ticket costs only 4 annas, although the distance is 10 km...

Kerala school of astronomy and mathematics

Main article: Kerala school of astronomy and mathematics

The Kerala school of astronomy and mathematics flourished between the 14th and 16th centuries. In attempting to solve astronomical problems, the Kerala school independently created a number of important mathematics concepts, including series expansion for trigonometric functions. Their work, completed two centuries before the invention of calculus in Europe, provided what is now considered the first example of a power series (apart from geometric series). However, they did not formulate a systematic theory of differentiation and integration, nor is there any direct evidence of their results being transmitted outside Kerala.

The Kerala school has made a number of contributions to the fields of infinite series and calculus. These include the following (infinite) geometric series:

1 1 x = 1 + x + x 2 + x 3 +  for  | x | < 1 {\displaystyle {\frac {1}{1-x}}=1+x+x^{2}+x^{3}+\cdots {\text{ for }}|x|<1}

The Kerala school made intuitive use of mathematical induction, though the inductive hypothesis was not yet formulated or employed in proofs. They used this to discover a semi-rigorous proof of the result:

1 p + 2 p + + n p n p + 1 p + 1 {\displaystyle 1^{p}+2^{p}+\cdots +n^{p}\approx {\frac {n^{p+1}}{p+1}}}

for large n.

They applied ideas from (what was to become) differential and integral calculus to obtain (Taylor–Maclaurin) infinite series for sin x {\displaystyle \sin x} , cos x {\displaystyle \cos x} , and arctan x {\displaystyle \arctan x} . The Tantrasangraha-vakhya gives the series in verse, which when translated to mathematical notation, can be written as:

r arctan ( y x ) = 1 1 r y x 1 3 r y 3 x 3 + 1 5 r y 5 x 5 ,  where  y x 1. {\displaystyle r\arctan \left({\frac {y}{x}}\right)={\frac {1}{1}}\cdot {\frac {ry}{x}}-{\frac {1}{3}}\cdot {\frac {ry^{3}}{x^{3}}}+{\frac {1}{5}}\cdot {\frac {ry^{5}}{x^{5}}}-\cdots ,{\text{ where }}{\frac {y}{x}}\leq 1.} r sin x r = x x x 2 ( 2 2 + 2 ) r 2 + x x 2 ( 2 2 + 2 ) r 2 x 2 ( 4 2 + 4 ) r 2 {\displaystyle r\sin {\frac {x}{r}}=x-x\cdot {\frac {x^{2}}{(2^{2}+2)r^{2}}}+x\cdot {\frac {x^{2}}{(2^{2}+2)r^{2}}}\cdot {\frac {x^{2}}{(4^{2}+4)r^{2}}}-\cdot } r ( 1 cos x r ) = r x 2 ( 2 2 2 ) r 2 r x 2 ( 2 2 2 ) r 2 x 2 ( 4 2 4 ) r 2 + {\displaystyle r\left(1-\cos {\frac {x}{r}}\right)=r{\frac {x^{2}}{(2^{2}-2)r^{2}}}-r{\frac {x^{2}}{(2^{2}-2)r^{2}}}\cdot {\frac {x^{2}}{(4^{2}-4)r^{2}}}+\cdots }

where, for r = 1 , {\displaystyle r=1,} the series reduce to the standard power series for these trigonometric functions, for example:

sin x = x x 3 3 ! + x 5 5 ! x 7 7 ! + {\displaystyle \sin x=x-{\frac {x^{3}}{3!}}+{\frac {x^{5}}{5!}}-{\frac {x^{7}}{7!}}+\cdots } and cos x = 1 x 2 2 ! + x 4 4 ! x 6 6 ! + {\displaystyle \cos x=1-{\frac {x^{2}}{2!}}+{\frac {x^{4}}{4!}}-{\frac {x^{6}}{6!}}+\cdots }

(The Kerala school did not use the "factorial" symbolism.)

The Kerala school made use of the rectification (computation of length) of the arc of a circle to give a proof of these results. (The later method of Leibniz, using quadrature (i.e. computation of area under the arc of the circle), was not yet developed.) They also made use of the series expansion of arctan x {\displaystyle \arctan x} to obtain an infinite series expression (later known as Gregory series) for π {\displaystyle \pi } :

π 4 = 1 1 3 + 1 5 1 7 + {\displaystyle {\frac {\pi }{4}}=1-{\frac {1}{3}}+{\frac {1}{5}}-{\frac {1}{7}}+\cdots }

Their rational approximation of the error for the finite sum of their series are of particular interest. For example, the error, f i ( n + 1 ) {\displaystyle f_{i}(n+1)} , (for n odd, and i = 1, 2, 3) for the series:

π 4 1 1 3 + 1 5 ( 1 ) ( n 1 ) / 2 1 n + ( 1 ) ( n + 1 ) / 2 f i ( n + 1 ) {\displaystyle {\frac {\pi }{4}}\approx 1-{\frac {1}{3}}+{\frac {1}{5}}-\cdots (-1)^{(n-1)/2}{\frac {1}{n}}+(-1)^{(n+1)/2}f_{i}(n+1)} where f 1 ( n ) = 1 2 n ,   f 2 ( n ) = n / 2 n 2 + 1 ,   f 3 ( n ) = ( n / 2 ) 2 + 1 ( n 2 + 5 ) n / 2 . {\displaystyle f_{1}(n)={\frac {1}{2n}},\ f_{2}(n)={\frac {n/2}{n^{2}+1}},\ f_{3}(n)={\frac {(n/2)^{2}+1}{(n^{2}+5)n/2}}.}

They manipulated the terms, using the partial fraction expansion of : 1 n 3 n {\displaystyle {\frac {1}{n^{3}-n}}} to obtain a more rapidly converging series for π {\displaystyle \pi } :

π 4 = 3 4 + 1 3 3 3 1 5 3 5 + 1 7 3 7 {\displaystyle {\frac {\pi }{4}}={\frac {3}{4}}+{\frac {1}{3^{3}-3}}-{\frac {1}{5^{3}-5}}+{\frac {1}{7^{3}-7}}-\cdots }

They used the improved series to derive a rational expression, 104348 / 33215 {\displaystyle 104348/33215} for π {\displaystyle \pi } correct up to nine decimal places, i.e. 3.141592653 {\displaystyle 3.141592653} . They made use of an intuitive notion of a limit to compute these results. The Kerala school mathematicians also gave a semi-rigorous method of differentiation of some trigonometric functions, though the notion of a function, or of exponential or logarithmic functions, was not yet formulated.

Veṭṭathu Tradition (Kathakali)

The so-called "Veṭṭathu Tradition" or Veṭṭathu Sampradayam of the Kerala dance drama Kathakali is attributed to a Raja of Veṭṭathunāṭu (1630–1640). The Raja introduced several important developments into the presentation of Kathakali;

  • Introduction of two professional background singers
  • Introduction of chengilas (cymbals) to beat the tala (rhythm)
  • Introduction of chenda, a powerful drum played with sticks. Chendas were originally played in the outdoor temple ceremonies to accompany shadow puppets.
  • Two singers, the Ponnikkaran and the Sinkidikkaran, were introduced to add the Thiranukuu. Thiranukuu is a method of introducing the evil characters of the play to the audience from behind a large satin curtain, held up at the front of the stage.

Legacy

  • T. Raman Nambeesan (1888–1983) wrote a historical novel called Keralesvaran (1926) about a ruler of Tanur.
  • Chandrika Vithi written by Muriyanattu Nampyar mentions a Vettathu raja called Viraraya of Prakasa Kingdom'.

See also

References

  1. M. K. Devassy (1965), 1961 Census Handbook- Kozhikode District (PDF), Directorate of Census Operations, Kerala and The Union Territory of Laccadive, Minicoy, and Amindivi Islands, p. 77
  2. ^ Menon, A. Sreedhara (1967). A Survey Of Kerala History (2007 ed.). DC Books (published 2008). ISBN 9788126415786.
  3. ^ Nainar, S. Muhammad Hussain (1942). Tuhfat-al-Mujahidin: An Historical Work in The Arabic Language. University of Madras. ISBN 9781458985552.
  4. "Bettut (Vettutnaar, Vettatnad)". PRINCELY STATES OF INDIA. Archived from the original on 16 March 2012. Retrieved 16 August 2011.
  5. ^ M, Mathew K. (1996). Manorama Year Book 1996 (31nd ed.). Kottayam: Malayala Manorama.
  6. ^ William, Logan (1887). Malabar Manual. Vol. 1. Madras: Government Press. p. 659.
  7. Madras Legislative Assembly Debates. Official Report by Madras (India : State). Legislature. Legislative Assembly, p. 373
  8. ^ Roy, Ranjan (1990). "Discovery of the Series Formula for π by Leibniz, Gregory, and Nilakantha". Mathematics Magazine. 63 (5): 291–306. doi:10.2307/2690896. JSTOR 2690896.
  9. Pingree, David (1992), "Hellenophilia versus the History of Science", Isis, 83 (4): 554–63, Bibcode:1992Isis...83..554P, doi:10.1086/356288, JSTOR 234257, S2CID 68570164, One example I can give you relates to the Indian Mādhava's demonstration, in about 1400 A.D., of the infinite power series of trigonometrical functions using geometrical and algebraic arguments. When this was first described in English by Charles Whish, in the 1830s, it was heralded as the Indians' discovery of calculus. This claim and Mādhava's achievements were ignored by Western historians, presumably at first because they could not admit that an Indian discovered the calculus, but later because no one read the Transactions of the Royal Asiatic Society, in which Whish's article was published. The matter resurfaced in the 1950s, and now we have the Sanskrit texts properly edited, and we understand the clever way that Mādhava derived the series without the calculus, but many historians still find it impossible to conceive of the problem and its solution in terms of anything other than the calculus and proclaim that the calculus is what Mādhava found. In this case, the elegance and brilliance of Mādhava's mathematics are being distorted as they are buried under the current mathematical solution to a problem to which he discovered an alternate and powerful solution.
  10. ^ "Bibliomania: Free Online Literature and Study Guides".
  11. ^ Logan, William: Malabār, the manual of Malabār
  12. ^ Menon, A. Sreedhara (2007). A Survey of Kerala History. DC Books. ISBN 9788126415786.
  13. Coastal Histories: Society and Ecology in Pre-modern India, Yogesh Sharma, Primus Books 2010
  14. Gurukkal, R., & Whittaker, D. (2001). In search of Muziris. Journal of Roman Archaeology, 14, 334–350.
  15. A. Shreedhara Menon, A Survey of Kerala History
  16. According to Pliny the Elder, goods from India were sold in the Empire at 100 times their original purchase price. See
  17. Bostock, John (1855). "26 (Voyages to India)". Pliny the Elder, The Natural History. London: Taylor and Francis.
  18. Indicopleustes, Cosmas (1897). Christian Topography. 11. United Kingdom: The Tertullian Project. pp. 358–373.
  19. Das, Santosh Kumar (2006). The Economic History of Ancient India. Genesis Publishing Pvt Ltd. p. 301.
  20. ^ Welcome to the home page of C. Radhakrishnan, Malayalam novelist and Author
  21. Malayala Manorama daily from Malayala Manorama group, India
  22. ^ "The Zamorins of Calicut" (PDF). Archived from the original (PDF) on 1 March 2012. Retrieved 12 October 2010.
  23. Columbia Educational on-line.
  24. Portuguese India: History of Portuguese Cochin, Cannanore, Quilon. Malabar (Kerala)
  25. ^ "Vol06chap01sect07".
  26. Panikkassery, Velayudhan. MM Publications (2007), Kottayam India
  27. "Diocese of Calicut Malabar Mission: 1498-1923". Archived from the original on 1 June 2010. Retrieved 24 September 2010.
  28. "'One civility, but multiple religions': Jesuit mission among St. Thomas christians in India (16TH-17TH centuries)" (PDF). Archived from the original (PDF) on 13 July 2011. Retrieved 28 September 2010.
  29. Website of Ines Zupanov
  30. (Stillwell 2004, p. 173)
  31. (Bressoud 2002, p. 12) Quote: "There is no evidence that the Indian work on series was known beyond India, or even outside Kerala, until the nineteenth century. Gold and Pingree assert that by the time these series were rediscovered in Europe, they had, for all practical purposes, been lost to India. The expansions of the sine, cosine, and arc tangent had been passed down through several generations of disciples, but they remained sterile observations for which no one could find much use."
  32. Plofker 2001, p. 293 Quote: "It is not unusual to encounter in discussions of Indian mathematics such assertions as that "the concept of differentiation was understood from the time of Manjula (... in the 10th century)" , or that "we may consider Madhava to have been the founder of mathematical analysis" (Joseph 1991, 293), or that Bhaskara II may claim to be "the precursor of Newton and Leibniz in the discovery of the principle of the differential calculus" (Bag 1979, 294). ... The points of resemblance, particularly between early European calculus and the Keralese work on power series, have even inspired suggestions of a possible transmission of mathematical ideas from the Malabar coast in or after the 15th century to the Latin scholarly world (e.g., in (Bag 1979, 285)). ... It should be borne in mind, however, that such an emphasis on the similarity of Sanskrit (or Malayalam) and Latin mathematics risks diminishing our ability fully to see and comprehend the former. To speak of the Indian "discovery of the principle of the differential calculus" somewhat obscures the fact that Indian techniques for expressing changes in the Sine by means of the Cosine or vice versa, as in the examples we have seen, remained within that specific trigonometric context. The differential "principle" was not generalized to arbitrary functions—in fact, the explicit notion of an arbitrary function, not to mention that of its derivative or an algorithm for taking the derivative, is irrelevant here"
  33. Pingree 1992, p. 562 Quote: "One example I can give you relates to the Indian Mādhava's demonstration, in about 1400 A.D., of the infinite power series of trigonometrical functions using geometrical and algebraic arguments. When this was first described in English by Charles Whish, in the 1830s, it was heralded as the Indians' discovery of the calculus. This claim and Mādhava's achievements were ignored by Western historians, presumably at first because they could not admit that an Indian discovered the calculus, but later because no one read anymore the Transactions of the Royal Asiatic Society, in which Whish's article was published. The matter resurfaced in the 1950s, and now we have the Sanskrit texts properly edited, and we understand the clever way that Mādhava derived the series without the calculus; but many historians still find it impossible to conceive of the problem and its solution in terms of anything other than the calculus and proclaim that the calculus is what Mādhava found. In this case the elegance and brilliance of Mādhava's mathematics are being distorted as they are buried under the current mathematical solution to a problem to which he discovered an alternate and powerful solution."
  34. Katz 1995, pp. 173–174 Quote: "How close did Islamic and Indian scholars come to inventing the calculus? Islamic scholars nearly developed a general formula for finding integrals of polynomials by A.D. 1000—and evidently could find such a formula for any polynomial in which they were interested. But, it appears, they were not interested in any polynomial of degree higher than four, at least in any of the material that has come down to us. Indian scholars, on the other hand, were by 1600 able to use ibn al-Haytham's sum formula for arbitrary integral powers in calculating power series for the functions in which they were interested. By the same time, they also knew how to calculate the differentials of these functions. So some of the basic ideas of calculus were known in Egypt and India many centuries before Newton. It does not appear, however, that either Islamic or Indian mathematicians saw the necessity of connecting some of the disparate ideas that we include under the name calculus. They were apparently only interested in specific cases in which these ideas were needed.
        There is no danger, therefore, that we will have to rewrite the history texts to remove the statement that Newton and Leibniz invented the calculus. They were certainly the ones who were able to combine many differing ideas under the two unifying themes of the derivative and the integral, show the connection between them, and turn the calculus into the great problem-solving tool we have today."
  35. Singh, A. N. (1936). "On the Use of Series in Hindu Mathematics". Osiris. 1: 606–628. doi:10.1086/368443. S2CID 144760421.
  36. Bressoud, David. 2002. "Was Calculus Invented in India?" The College Mathematics Journal (Mathematical Association of America). 33(1):2–13.
  37. Katz, V. J. 1995. "Ideas of Calculus in Islam and India." Mathematics Magazine (Mathematical Association of America), 68(3):163–174.
  38. ^ Culture of Kerala

Works cited

  • Bressoud, David (2002), "Was Calculus Invented in India?", The College Mathematics Journal, 33 (1): 2–13, doi:10.2307/1558972, JSTOR 1558972.
  • Katz, Victor J. (1995), "Ideas of Calculus in Islam and India", Mathematics Magazine, 68 (3): 163–174, doi:10.2307/2691411, JSTOR 2691411.
  • Plofker, Kim (2001), "The "Error" in the Indian "Taylor Series Approximation" to the Sine", Historia Mathematica, 28 (4): 283–295, doi:10.1006/hmat.2001.2331.
  • Stillwell, John (2004), Mathematics and its History (2 ed.), Berlin and New York: Springer, 568 pages, ISBN 0-387-95336-1.

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