Ivan Asen II of Bulgaria - End of Rule

End of Rule

The last years of Ivan Asen II's reign show unwillingness to fully commit on either side in the continued struggle between the Latin Empire and Nicaea. Although the Nicaean alliance was renewed, Ivan Asen II allowed Cuman detachments and a 60-thousand strong western army to cross his lands and reinforce the Latin Empire in 1240.

Following the death of his wife Anna Maria of Hungary, Ivan Asen II married Eirene, the daughter of Theodore of Epirus, who had remained a prisoner in the Bulgarian court since his capture in 1230, and had been blinded for conspiracy. According to a Byzantine author, Ivan Asen II loved Eirene "no less than Antony loved Cleopatra", and she may have been his mistress for some years before their marriage in 1237. Marrying Eirene, Ivan Asen II would have broken church canons, as his daughter from a previous marriage was married to Eirene's uncle Manuel of Thessalonica. There is moot evidence that the Bulgarian church opposed the marriage and that a patriarch (called either Spiridon or Visarion) was deposed or executed by the irate tsar. The marriage resulted in the release of Theodore, who returned to Thessalonica, chased out his brother Manuel (who retained control of Thessaly), and imposed his own son John as despot.

The last recorded action of Ivan Asen II is his defeat of a column of the Mongol army of Batu Khan in the course of its retreat from Hungary in 1241. This was not a decisive defeat, and a new Mongol invasion in 1242 forced Bulgaria to become tributary to the Golden Horde. By this time, however, Ivan Asen II was already dead, having died on 24 June 1241.

Read more about this topic:  Ivan Asen II Of Bulgaria

Famous quotes containing the word rule:

    Your discovery of the contradiction caused me the greatest surprise and, I would almost say, consternation, since it has shaken the basis on which I intended to build my arithmetic.... It is all the more serious since, with the loss of my rule V, not only the foundations of my arithmetic, but also the sole possible foundations of arithmetic seem to vanish.
    Gottlob Frege (1848–1925)