diff --git a/code/linear-multistep/lmm.chpl b/code/linear-multistep/lmm.chpl
deleted file mode 100644
index e040c0b..0000000
--- a/code/linear-multistep/lmm.chpl
+++ /dev/null
@@ -1,61 +0,0 @@
-module LinearMultiStep {
-    record empty {}
-    record cons {
-        param weight;
-        type tail;
-    }
-
-    proc initial(type x : empty) param return 0;
-    proc initial(type x : cons(?w, ?t)) param return 1 + initial(t);
-    proc cff(param x : int, type ct : cons(?w, ?t)) param {
-        if x == 1 {
-            return w;
-        } else {
-            return cff(x-1, t);
-        }
-    }
-
-    proc runMethod(type method, step : real, count : int, start : real,
-                   n : real ... initial(method)): real {
-        param coeffCount = initial(method);
-        // Repeat the methods as many times as requested
-        for i in 1..count {
-            // We're computing by adding h*b_j*f(...) to y_n.
-            // Set total to y_n.
-            var total = n(coeffCount - 1);
-            for param j in 1..coeffCount do
-                // For each coefficient b_j given by cff(j, method)
-                // increment the total by h*bj*f(...)
-                total += step * cff(j, method) *
-                    f(start + step*(i-1+coeffCount-j), n(coeffCount-j));
-            // Shift each y_i over by one, and set y_{n+s} to the
-            // newly computed total.
-            for j in 0..< coeffCount - 1 do
-                n(j) = n(j+1);
-            n(coeffCount - 1) = total;
-        }
-        // return final y_{n+s}
-        return n(coeffCount - 1);
-    }
-}
-
-proc f(t: real, y: real) return y;
-
-use LinearMultiStep;
-
-type euler = cons(1.0, empty);
-type adamsBashforth = cons(3.0/2.0, cons(-0.5, empty));
-type someThirdMethod = cons(23.0/12.0, cons(-16.0/12.0, cons(5.0/12.0, empty)));
-
-// prints 5.0625 (correct)
-writeln(runMethod(euler, step=0.5, count=4, start=0, 1));
-
-// For Adams-Bashforth, pick second initial point from Euler's method
-// returns 6.0234 (correct)
-writeln(runMethod(adamsBashforth, step=0.5, count=3, start=0, 1,
-    runMethod(euler, step=0.5, count=1, start=0, 1)));
-
-writeln(runMethod(someThirdMethod, step=0.5, count=2, start=0,
-    1,
-    runMethod(euler, step=0.5, count=1, start=0, 1),
-    runMethod(adamsBashforth, step=0.5, count=1, start=0, 1, runMethod(euler, step=0.5, count=1, start=0, 1))));