#NEXUS

[!This data set was downloaded from TreeBASE, a relational database of phylogenetic knowledge. TreeBASE has been supported by the NSF, Harvard University, Yale University, SDSC and UC Davis. Please do not remove this acknowledgment from the Nexus file.


Generated on April 20, 2024; 4:16 GMT

TreeBASE (cc) 1994-2008

Study reference:
Gustafsson M., & Bremer K. 1995. Morphology and phylogenetic interrelationships of
the Asteraceae, Calyceraceae, Campanulaceae, Goodeniaceae, and related families
(Asterales). American Journal of Botany, 82: 250-265.

TreeBASE Study URI:  http://purl.org/phylo/treebase/phylows/study/TB2:S156]

BEGIN TAXA;
        TITLE  Taxa1;
        DIMENSIONS NTAX=23;
        TAXLABELS
            Aquifoliaceae
            Araliaceae
            Argophyllaceae
            Asteraceae
            Bruniaceae
            Brunoniaceae
            Calyceraceae
            Campanulaceae
            Cyphiaceae
            Cyphocarpaceae
            Donatiaceae
            Escalloniaceae
            Goodeniaceae
            Griseliniaceae
            Lobeliaceae
            Menyanthaceae
            Nemacladaceae
            Pentaphragmataceae
            Pittosporaceae
            Sambucaceae
            Sphenocleaceae
            Stylidiaceae
            Viburnaceae
            ;
END;

BEGIN CHARACTERS;
[! TreeBASE Matrix URI: http://purl.org/phylo/treebase/phylows/matrix/TB2:M2699]

	TITLE Table_2;
	LINK TAXA = Taxa1;
	DIMENSIONS NCHAR=46;
	FORMAT DATATYPE=Standard SYMBOLS= "0 1 2 3" MISSING=? GAP= -;

MATRIX
[                              10        20        30        40         ]
[                               .         .         .         .         ]
Aquifoliaceae          10?10001-00100--00??010000101?00--00020010????
Araliaceae             1001001000--00--00??00000---0?01--0002--1111--
Argophyllaceae         0?0?0?0??000001-00??000000??0?01-100000???????
Asteraceae             110-1010-0000011011101-01{12}110111210013110-1101
Bruniaceae             100?0?000001000-00??00-000??0?--{12}00002-?1?????
Brunoniaceae           ??00?????10000110?1?011012?00110211113110?11??
Calyceraceae           01001111?10000110111011012?00111210012110011??
Campanulaceae          1110011101-000110-000110-20-001--1011001000010
Cyphiaceae             111??????10021110100011002??0?012101000???????
Cyphocarpaceae         ?????????100221100??011002??10012101100???????
Donatiaceae            ?10?0??1?100000000??100100??0?01{12}00000011000??
Escalloniaceae         0?00000-000000-000??0--0000?0?0---000001?1????
Goodeniaceae           010011001100131111110110-21001--211110-1101110
Griseliniaceae         0?0001001000000000??000200??0?011-00021???????
Lobeliaceae            1110111101002{01}1100??0110110-100-21011001000010
Menyanthaceae          01001??0110000-111110-00001100--21000101101101
Nemacladaceae          ??1??????100111100??011002??00112101100???????
Pentaphragmataceae     ???0010?0100101-1100010000000001{12}1000001000110
Pittosporaceae         100110-00000000-0-000--000--0?00-100010101??01
Sambucaceae            00001110001100-100??010100?11001{01}1000201?0??01
Sphenocleaceae         ??001???0100000100??00000001000121000001000000
Stylidiaceae           010?11010100-00100??1?11000-0?1121000001000010
Viburnaceae            00000-00001-000100??000000?1100111000210?0??01
;
END;

BEGIN TREES;
      TITLE Tb4879;
      LINK TAXA = Taxa1;
         TRANSLATE
            1    Aquifoliaceae,
            2    Araliaceae,
            3    Bruniaceae,
            4    Escalloniaceae,
            5    Griseliniaceae,
            6    Pittosporaceae,
            7    Sambucaceae,
            8    Viburnaceae,
            9    Argophyllaceae,
            10   Donatiaceae,
            11   Menyanthaceae,
            12   Pentaphragmataceae,
            13   Sphenocleaceae,
            14   Stylidiaceae,
            15   Asteraceae,
            16   Brunoniaceae,
            17   Calyceraceae,
            18   Campanulaceae,
            19   Cyphiaceae,
            20   Cyphocarpaceae,
            21   Goodeniaceae,
            22   Lobeliaceae,
            23   Nemacladaceae;
      TREE Fig._3 = [&R] (1,(3,(6,(2,(4,(5,((7,8),(9,((11,((15,17),(16,21))),(12,((13,(10,14)),(18,(23,(19,(20,22)))))))))))))));
      TREE Fig._2 = [&R] (1,(3,(6,(2,(4,(5,((7,8),(9,((11,(15,17,(16,21))),(12,((13,(10,14)),(18,(23,19,(20,22))))))))))))));
      TREE Fig._1 = [&R] (1,(3,6,2,(4,5,(7,8),9,11,(15,17,16,21),12,13,10,14,(18,23,19,(20,22)))));



END;