above(a,d) rule (2) {X\a,Z\d} on(a,Y), above(Y,d) {Y\b} on(a,Y) - PDF document
above(a,d) rule (2) {X\a,Z\d} on(a,Y), above(Y,d) {Y\b} on(a,Y) above(b,d) answer: Y=b {X\b, Z\d} rule (2) on(b,Y), above(Y,d) {Y\c} above(c,d) on(b,Y) answer: Y=c rule (1) {X\c,Y\d} on(c,d) answer: yes All leaves are true, so the
above(a,d) rule (2) {X\a,Z\d} on(a,Y), above(Y,d) {Y\b} on(a,Y) above(b,d) answer: Y=b {X\b, Z\d} rule (2) on(b,Y), above(Y,d) {Y\c} above(c,d) on(b,Y) answer: Y=c rule (1) {X\c,Y\d} on(c,d) answer: yes All leaves are true, so the root is true, i.e., above(a,d) is true.
above rule (1) above, on above rule (1) above, on rule (1) above, on ... This is a flaw in Prolog.
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