We show that polynomial-size constant-rank linear decision trees ( s) can be converted to polynomial-size depth-2 threshold circuits.
May 3, 2023 � We show that polynomial-size constant-rank linear decision trees (LDTs) can be converted to polynomial-size depth-2 threshold circuits LTF ◦ LTF�...
Jan 1, 2024 � We show that polynomial-size constant-rank linear decision trees (LDTs) can be converted to polynomial-size depth-2 threshold circuits LTF�...
Abstract. We show that polynomial-size constant-rank linear decision trees (LDTs) can be converted to polynomial-size depth-2 threshold circuits LTF ◦ LTF.
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Feb 16, 2023 � We show that polynomial-size constant-rank linear decision trees (LDTs) can be converted to polynomial-size depth-2 threshold circuits LTF LTF.
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Linear threshold functions in decision lists, decision trees, and depth-2 circuits. Abstract. We show that polynomial-size constant-rank linear decision trees�...
The problem of learning a linear threshold function over {0,1}n can be formulated as a linear programming problem and thus can be solved in poly(n) time in both�...
This report is an exposition of decision lists and threshold decision lists. A version of this is to appear as a chapter in a book on Boolean functions,�...
ear threshold functions in decision lists, decision trees, and depth-2 circuits,” Information Processing Letters, vol. 183, p. 106418, 2024, ISSN: 0020-0190�...