[project @ 2005-04-22 13:12:41 by simonmar]

[ghc-hetmet.git] / ghc / rts / Linker.c

diff --git a/ghc/rts/Linker.c b/ghc/rts/Linker.c
index 3633e54..b0c3b56 100644 (file)
--- a/ghc/rts/Linker.c
+++ b/ghc/rts/Linker.c
@@ -317,6 +317,14 @@ typedef struct _RtsSymbolVal {
 # define MAIN_CAP_SYM
 #endif
 
+#if !defined(mingw32_HOST_OS)
+#define RTS_USER_SIGNALS_SYMBOLS \
+   SymX(startSignalHandler) \
+   SymX(setIOManagerPipe)
+#else
+#define RTS_USER_SIGNALS_SYMBOLS /* nothing */
+#endif
+
 #ifdef TABLES_NEXT_TO_CODE
 #define RTS_RET_SYMBOLS /* nothing */
 #else
@@ -590,7 +598,8 @@ typedef struct _RtsSymbolVal {
       SymX(word2Integerzh_fast)                        \
       SymX(writeTVarzh_fast)                   \
       SymX(xorIntegerzh_fast)                  \
-      SymX(yieldzh_fast)
+      SymX(yieldzh_fast)                        \
+      RTS_USER_SIGNALS_SYMBOLS
 
 #ifdef SUPPORT_LONG_LONGS
 #define RTS_LONG_LONG_SYMS                     \
@@ -803,24 +812,6 @@ addDLL( char *dll_name )
    void *hdl;
    char *errmsg;
 
-   // *** HACK
-   // If we load libHSbase_cbits_dyn.[so|dylib],
-   // then we know that we need to activate another newCAF
-   // related hack in Storage.c because we can't redirect
-   // newCAF to newDynCAF with the system dynamic linker.
-#ifdef OBJFORMAT_MACHO
-   const char *hsbase = "/libHSbase_cbits_dyn.dylib";
-#else
-   const char *hsbase = "/libHSbase_cbits_dyn.so";
-#endif
-   int namelen = strlen(dll_name);
-   int baselen = strlen(hsbase);
-   if(namelen > baselen && !strcmp(dll_name + namelen - baselen, hsbase))
-   {
-      keepCAFs = rtsTrue;
-   }
-   // *** END HACK.
-
    initLinker();
 
    hdl= dlopen(dll_name, RTLD_NOW | RTLD_GLOBAL);
@@ -3943,7 +3934,7 @@ static void machoInitSymbolsWithoutUnderscore()
 {
     extern void* symbolsWithoutUnderscore[];
     void **p = symbolsWithoutUnderscore;
-    __asm__ volatile(".data\n_symbolsWithoutUnderscore:");
+    __asm__ volatile(".globl _symbolsWithoutUnderscore\n.data\n_symbolsWithoutUnderscore:");
 
 #undef Sym
 #define Sym(x)  \