Revision: 8364
http://matplotlib.svn.sourceforge.net/matplotlib/?rev=8364&view=rev
Author: mdboom
Date: 2010-06-01 19:06:28 +0000 (Tue, 01 Jun 2010)
Log Message:
-----------
Fix compiler warnings.
Modified Paths:
--------------
trunk/matplotlib/lib/matplotlib/delaunay/_delaunay.cpp
trunk/matplotlib/lib/matplotlib/tri/_tri.cpp
trunk/matplotlib/src/_path.cpp
trunk/matplotlib/src/cntr.c
trunk/matplotlib/src/path_converters.h
Modified: trunk/matplotlib/lib/matplotlib/delaunay/_delaunay.cpp
===================================================================
--- trunk/matplotlib/lib/matplotlib/delaunay/_delaunay.cpp 2010-06-01
19:04:17 UTC (rev 8363)
+++ trunk/matplotlib/lib/matplotlib/delaunay/_delaunay.cpp 2010-06-01
19:06:28 UTC (rev 8364)
@@ -12,8 +12,8 @@
extern "C" {
-static void reorder_edges(int npoints, int ntriangles,
- double *x, double *y,
+static void reorder_edges(int npoints, int ntriangles,
+ double *x, double *y,
int *edge_db, int *tri_edges, int *tri_nbrs)
{
int neighbors[3], nodes[3];
@@ -69,7 +69,7 @@
// Not trusting me? Okay, let's go through it:
// We have three edges to deal with and three nodes. Without loss
- // of generality, let's label the nodes A, B, and C with (A, B)
+ // of generality, let's label the nodes A, B, and C with (A, B)
// forming the first edge in the order they arrive on input.
// Then there are eight possibilities as to how the other edge-tuples
// may be labeled, but only two variations that are going to affect the
@@ -85,7 +85,7 @@
// The second test we need to perform is for counter-clockwiseness.
// Again, there are only two variations that will affect the outcome:
// either ABC is counter-clockwise, or it isn't. In the former case,
- // we're done setting the node order, we just need to associate the
+ // we're done setting the node order, we just need to associate the
// appropriate neighbor triangles with their opposite nodes, something
// which can be done by inspection. In the latter case, to order the
// nodes counter-clockwise, we only have to switch B and C to get
@@ -113,7 +113,7 @@
static PyObject* getMesh(int npoints, double *x, double *y)
{
- PyObject *vertices, *edge_db, *tri_edges, *tri_nbrs;
+ PyObject *vertices = NULL, *edge_db = NULL, *tri_edges = NULL, *tri_nbrs =
NULL;
PyObject *temp;
int tri0, tri1, reg0, reg1;
double tri0x, tri0y, tri1x, tri1y;
@@ -138,7 +138,7 @@
edge_db = PyArray_SimpleNew(2, dim, PyArray_INT);
if (!edge_db) goto fail;
edge_db_ptr = (int*)PyArray_DATA(edge_db);
-
+
dim[0] = numtri;
vertices = PyArray_SimpleNew(2, dim, PyArray_DOUBLE);
if (!vertices) goto fail;
@@ -192,7 +192,7 @@
// tri_edges contains lists of edges; convert to lists of nodes in
// counterclockwise order and reorder tri_nbrs to match. Each node
// corresponds to the edge opposite it in the triangle.
- reorder_edges(npoints, numtri, x, y, edge_db_ptr, tri_edges_ptr,
+ reorder_edges(npoints, numtri, x, y, edge_db_ptr, tri_edges_ptr,
tri_nbrs_ptr);
temp = Py_BuildValue("(OOOO)", vertices, edge_db, tri_edges, tri_nbrs);
@@ -221,7 +221,7 @@
int i;
double *planes_ptr;
double x02, y02, z02, x12, y12, z12, xy0212;
-
+
dims[0] = ntriangles;
dims[1] = 3;
planes = PyArray_SimpleNew(2, dims, PyArray_DOUBLE);
@@ -240,15 +240,15 @@
xy0212 = y02/y12;
INDEX3(planes_ptr,i,0) = (z02 - z12 * xy0212) / (x02 - x12 *
xy0212);
INDEX3(planes_ptr,i,1) = (z12 - INDEX3(planes_ptr,i,0)*x12) / y12;
- INDEX3(planes_ptr,i,2) = (z[INDEX3(nodes,i,2)] -
-
INDEX3(planes_ptr,i,0)*x[INDEX3(nodes,i,2)] -
+ INDEX3(planes_ptr,i,2) = (z[INDEX3(nodes,i,2)] -
+
INDEX3(planes_ptr,i,0)*x[INDEX3(nodes,i,2)] -
INDEX3(planes_ptr,i,1)*y[INDEX3(nodes,i,2)]);
} else {
xy0212 = x02/x12;
INDEX3(planes_ptr,i,1) = (z02 - z12 * xy0212) / (y02 - y12 *
xy0212);
INDEX3(planes_ptr,i,0) = (z12 - INDEX3(planes_ptr,i,1)*y12) / x12;
- INDEX3(planes_ptr,i,2) = (z[INDEX3(nodes,i,2)] -
-
INDEX3(planes_ptr,i,0)*x[INDEX3(nodes,i,2)] -
+ INDEX3(planes_ptr,i,2) = (z[INDEX3(nodes,i,2)] -
+
INDEX3(planes_ptr,i,0)*x[INDEX3(nodes,i,2)] -
INDEX3(planes_ptr,i,1)*y[INDEX3(nodes,i,2)]);
}
}
@@ -256,24 +256,24 @@
return (PyObject*)planes;
}
-static double linear_interpolate_single(double targetx, double targety,
+static double linear_interpolate_single(double targetx, double targety,
double *x, double *y, int *nodes, int *neighbors,
PyObject *planes, double defvalue, int start_triangle, int *end_triangle)
{
double *planes_ptr;
planes_ptr = (double*)PyArray_DATA(planes);
if (start_triangle == -1) start_triangle = 0;
- *end_triangle = walking_triangles(start_triangle, targetx, targety,
+ *end_triangle = walking_triangles(start_triangle, targetx, targety,
x, y, nodes, neighbors);
if (*end_triangle == -1) return defvalue;
- return (targetx*INDEX3(planes_ptr,*end_triangle,0) +
+ return (targetx*INDEX3(planes_ptr,*end_triangle,0) +
targety*INDEX3(planes_ptr,*end_triangle,1) +
INDEX3(planes_ptr,*end_triangle,2));
}
-static PyObject *linear_interpolate_grid(double x0, double x1, int xsteps,
+static PyObject *linear_interpolate_grid(double x0, double x1, int xsteps,
double y0, double y1, int ysteps,
- PyObject *planes, double defvalue,
+ PyObject *planes, double defvalue,
int npoints, double *x, double *y, int *nodes, int *neighbors)
{
int ix, iy;
@@ -312,7 +312,7 @@
static PyObject *compute_planes_method(PyObject *self, PyObject *args)
{
PyObject *pyx, *pyy, *pyz, *pynodes;
- PyObject *x, *y, *z, *nodes;
+ PyObject *x = NULL, *y = NULL, *z = NULL, *nodes = NULL;
int npoints, ntriangles;
PyObject *planes;
@@ -351,7 +351,7 @@
goto fail;
}
- planes = linear_planes(ntriangles, (double*)PyArray_DATA(x),
+ planes = linear_planes(ntriangles, (double*)PyArray_DATA(x),
(double*)PyArray_DATA(y), (double*)PyArray_DATA(z),
(int*)PyArray_DATA(nodes));
Py_DECREF(x);
@@ -374,7 +374,7 @@
double x0, x1, y0, y1, defvalue;
int xsteps, ysteps;
PyObject *pyplanes, *pyx, *pyy, *pynodes, *pyneighbors, *grid;
- PyObject *planes, *x, *y, *nodes, *neighbors;
+ PyObject *planes = NULL, *x = NULL, *y = NULL, *nodes = NULL, *neighbors =
NULL;
int npoints;
@@ -417,7 +417,7 @@
(PyObject*)planes, defvalue, npoints,
(double*)PyArray_DATA(x), (double*)PyArray_DATA(y),
(int*)PyArray_DATA(nodes), (int*)PyArray_DATA(neighbors));
-
+
Py_DECREF(x);
Py_DECREF(y);
Py_DECREF(planes);
@@ -455,7 +455,7 @@
{
PyObject *pyx, *pyy, *pyz, *pycenters, *pynodes, *pyneighbors, *pyintx,
*pyinty;
PyObject *x = NULL, *y = NULL, *z = NULL, *centers = NULL, *nodes = NULL,
- *neighbors = NULL, *intx = NULL, *inty = NULL, *intz;
+ *neighbors = NULL, *intx = NULL, *inty = NULL, *intz = NULL;
double defvalue;
int size, npoints, ntriangles;
@@ -506,7 +506,7 @@
return NULL;
}
ntriangles = PyArray_DIM(neighbors, 0);
- if ((PyArray_DIM(nodes, 0) != ntriangles) ||
+ if ((PyArray_DIM(nodes, 0) != ntriangles) ||
(PyArray_DIM(centers, 0) != ntriangles)) {
PyErr_SetString(PyExc_ValueError, "centers,nodes,neighbors must be of
equal length");
CLEANUP
@@ -542,13 +542,13 @@
return NULL;
}
- NaturalNeighbors nn(npoints, ntriangles,
+ NaturalNeighbors nn(npoints, ntriangles,
(double*)PyArray_DATA(x), (double*)PyArray_DATA(y),
- (double*)PyArray_DATA(centers), (int*)PyArray_DATA(nodes),
+ (double*)PyArray_DATA(centers), (int*)PyArray_DATA(nodes),
(int*)PyArray_DATA(neighbors));
size = PyArray_Size(intx);
- nn.interpolate_unstructured((double*)PyArray_DATA(z), size,
- (double*)PyArray_DATA(intx), (double*)PyArray_DATA(inty),
+ nn.interpolate_unstructured((double*)PyArray_DATA(z), size,
+ (double*)PyArray_DATA(intx), (double*)PyArray_DATA(inty),
(double*)PyArray_DATA(intz), defvalue);
Py_XDECREF(x);
@@ -575,13 +575,13 @@
static PyObject *nn_interpolate_method(PyObject *self, PyObject *args)
{
PyObject *pyx, *pyy, *pyz, *pycenters, *pynodes, *pyneighbors, *grid;
- PyObject *x, *y, *z, *centers, *nodes, *neighbors;
+ PyObject *x = NULL, *y = NULL, *z = NULL, *centers = NULL, *nodes = NULL,
*neighbors = NULL;
double x0, x1, y0, y1, defvalue;
int xsteps, ysteps;
int npoints, ntriangles;
intp dims[2];
- if (!PyArg_ParseTuple(args, "ddiddidOOOOOO", &x0, &x1, &xsteps,
+ if (!PyArg_ParseTuple(args, "ddiddidOOOOOO", &x0, &x1, &xsteps,
&y0, &y1, &ysteps, &defvalue, &pyx, &pyy, &pyz, &pycenters, &pynodes,
&pyneighbors)) {
return NULL;
@@ -629,7 +629,7 @@
return NULL;
}
ntriangles = PyArray_DIM(neighbors, 0);
- if ((PyArray_DIM(nodes, 0) != ntriangles) ||
+ if ((PyArray_DIM(nodes, 0) != ntriangles) ||
(PyArray_DIM(centers, 0) != ntriangles)) {
PyErr_SetString(PyExc_ValueError, "centers,nodes,neighbors must be of
equal length");
CLEANUP
@@ -644,11 +644,11 @@
return NULL;
}
- NaturalNeighbors nn(npoints, ntriangles,
+ NaturalNeighbors nn(npoints, ntriangles,
(double*)PyArray_DATA(x), (double*)PyArray_DATA(y),
- (double*)PyArray_DATA(centers), (int*)PyArray_DATA(nodes),
+ (double*)PyArray_DATA(centers), (int*)PyArray_DATA(nodes),
(int*)PyArray_DATA(neighbors));
- nn.interpolate_grid((double*)PyArray_DATA(z),
+ nn.interpolate_grid((double*)PyArray_DATA(z),
x0, x1, xsteps,
y0, y1, ysteps,
(double*)PyArray_DATA(grid),
@@ -664,7 +664,7 @@
static PyObject *delaunay_method(PyObject *self, PyObject *args)
{
PyObject *pyx, *pyy, *mesh;
- PyObject *x, *y;
+ PyObject *x = NULL, *y = NULL;
int npoints;
if (!PyArg_ParseTuple(args, "OO", &pyx, &pyy)) {
@@ -703,7 +703,7 @@
}
static PyMethodDef delaunay_methods[] = {
- {"delaunay", (PyCFunction)delaunay_method, METH_VARARGS,
+ {"delaunay", (PyCFunction)delaunay_method, METH_VARARGS,
"Compute the Delaunay triangulation of a cloud of 2-D points.\n\n"
"circumcenters, edges, tri_points, tri_neighbors = delaunay(x, y)\n\n"
"x, y -- shape-(npoints,) arrays of floats giving the X and Y
coordinates of the points\n"
@@ -730,7 +730,7 @@
PyMODINIT_FUNC init_delaunay(void)
{
PyObject* m;
- m = Py_InitModule3("_delaunay", delaunay_methods,
+ m = Py_InitModule3("_delaunay", delaunay_methods,
"Tools for computing the Delaunay triangulation and some operations on
it.\n"
);
if (m == NULL)
Modified: trunk/matplotlib/lib/matplotlib/tri/_tri.cpp
===================================================================
--- trunk/matplotlib/lib/matplotlib/tri/_tri.cpp 2010-06-01 19:04:17 UTC
(rev 8363)
+++ trunk/matplotlib/lib/matplotlib/tri/_tri.cpp 2010-06-01 19:06:28 UTC
(rev 8364)
@@ -990,7 +990,8 @@
#endif
init_tri()
{
- static TriModule* triModule = new TriModule;
+ static TriModule* triModule = NULL;
+ triModule = new TriModule();
import_array();
}
Modified: trunk/matplotlib/src/_path.cpp
===================================================================
--- trunk/matplotlib/src/_path.cpp 2010-06-01 19:04:17 UTC (rev 8363)
+++ trunk/matplotlib/src/_path.cpp 2010-06-01 19:06:28 UTC (rev 8364)
@@ -818,7 +818,7 @@
}
Polygon polygon1, polygon2;
- double x, y;
+ double x = 0, y = 0;
unsigned code = 0;
path.rewind(0);
Modified: trunk/matplotlib/src/cntr.c
===================================================================
--- trunk/matplotlib/src/cntr.c 2010-06-01 19:04:17 UTC (rev 8363)
+++ trunk/matplotlib/src/cntr.c 2010-06-01 19:06:28 UTC (rev 8364)
@@ -607,8 +607,8 @@
}
if (fwd < 0 && level0 && left < 0)
{
- /* remove J0_START from this boundary edge as boundary is
- * included by the upwards slit from contour line below. */
+ /* remove J0_START from this boundary edge as boundary is
+ * included by the upwards slit from contour line below. */
data[edge] &= ~J0_START;
if (n_kind) kcp[n_kind] += kind_start_slit;
return slit_cutter (site, 0, pass2);
@@ -1479,8 +1479,8 @@
int nparts, long ntotal)
{
PyObject *all_contours;
- PyArrayObject *xyv;
- PyArrayObject *kv;
+ PyArrayObject *xyv = NULL;
+ PyArrayObject *kv = NULL;
npy_intp dims[2];
npy_intp kdims[1];
int i;
Modified: trunk/matplotlib/src/path_converters.h
===================================================================
--- trunk/matplotlib/src/path_converters.h 2010-06-01 19:04:17 UTC (rev
8363)
+++ trunk/matplotlib/src/path_converters.h 2010-06-01 19:06:28 UTC (rev
8364)
@@ -233,9 +233,9 @@
} while (MPL_notisfinite64(*x) || MPL_notisfinite64(*y));
return agg::path_cmd_move_to;
}
+
+ return code;
}
-
- return code;
}
};
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