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waac2019 [2019-09-30] – Ivan Koswarawaac2019 [2019-10-04] (current) – [List of Accepted Papers] Martin Ziegler
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 ===== October 4~5, 2019, KAIST, Daejeon, Republic of Korea ===== ===== October 4~5, 2019, KAIST, Daejeon, Republic of Korea =====
  
 +{{http://kaist.theoryofcomputation.asia/_media/img_0016.jpg|http://kaist.theoryofcomputation.asia/_media/img_0016x.jpg}}
 ===== Objectives ===== ===== Objectives =====
 The aim of this workshop is to provide a forum for researchers working on algorithms and the theory of computation, to promote the exchange of recent results, to foster new collaborations among researchers. Historically, the workshop has been established for the purpose of collaboration of researchers of Korea and Japan; however, participation from any country is welcome. The aim of this workshop is to provide a forum for researchers working on algorithms and the theory of computation, to promote the exchange of recent results, to foster new collaborations among researchers. Historically, the workshop has been established for the purpose of collaboration of researchers of Korea and Japan; however, participation from any country is welcome.
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   * Address: KAIST, 291 Daehak-ro, Yuseong-gu, Daejeon 34141, Republic of Korea   * Address: KAIST, 291 Daehak-ro, Yuseong-gu, Daejeon 34141, Republic of Korea
   * See also the venue in [[https://goo.gl/maps/af4yqCYBKV1mL3nt7 | Google Map]]   * See also the venue in [[https://goo.gl/maps/af4yqCYBKV1mL3nt7 | Google Map]]
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 +It is the easiest to get to the conference hall when you enter the building from south and take an elevator to the 5th floor.
  
 {{ :waac2019_conf_hall.png?800 |}} {{ :waac2019_conf_hall.png?800 |}}
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 ===== List of Accepted Papers ===== ===== List of Accepted Papers =====
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 +{{ ::waac2019extendedabstracts.pdf |Extended Abstracts (password-protected)}}
  
   * Tetsuo Asano, Naoki Katoh and Takeshi Tokuyama “Near-unit distance embedding of points in the plane and space”   * Tetsuo Asano, Naoki Katoh and Takeshi Tokuyama “Near-unit distance embedding of points in the plane and space”