Use proper size limits for state structures
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@ -4,7 +4,7 @@
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#include "../xmss_fast.h"
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#include "../xmss_fast.h"
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#define MLEN 3491
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#define MLEN 3491
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#define SIGNATURES 1024
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#define SIGNATURES 4096
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unsigned char mi[MLEN];
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unsigned char mi[MLEN];
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@ -17,8 +17,8 @@ int main()
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unsigned long long i,j;
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unsigned long long i,j;
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int m = 32;
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int m = 32;
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int n = 32;
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int n = 32;
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int h = 20;
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int h = 12;
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int d = 5;
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int d = 2;
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int w = 16;
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int w = 16;
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int k = 2;
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int k = 2;
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@ -28,24 +28,27 @@ int main()
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return 1;
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return 1;
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}
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}
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unsigned char stack[2*d * (h-k-1)*n];
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unsigned int tree_h = h / d;
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unsigned char stacklevels[2*d * (h-k-1)];
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unsigned char auth[2*d * h*n];
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// stack needs to be larger than regular (H-K-1), since we re-use for 'next'
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unsigned char keep[2*d * (h >> 1)*n];
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unsigned char stack[2*d * (tree_h + 1)*n];
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treehash_inst treehash[2*d * (h-k)];
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unsigned char stacklevels[2*d * (tree_h + 1)*n];
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unsigned char th_nodes[2*d * (h-k)*n];
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unsigned char auth[2*d * tree_h*n];
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unsigned char keep[2*d * (tree_h >> 1)*n];
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treehash_inst treehash[2*d * (tree_h-k)];
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unsigned char th_nodes[2*d * (tree_h-k)*n];
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unsigned char retain[2*d * ((1 << k) - k - 1)*n];
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unsigned char retain[2*d * ((1 << k) - k - 1)*n];
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unsigned char wots_sigs[d * params->xmss_par.wots_par.keysize];
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unsigned char wots_sigs[d * params->xmss_par.wots_par.keysize];
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bds_state states[2*d]; // first d are 'regular' states, second d are 'next'
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bds_state states[2*d]; // first d are 'regular' states, second d are 'next'
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for (i = 0; i < 2*d; i++) {
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for (i = 0; i < 2*d; i++) {
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for(j=0;j<h-k;j++)
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for(j=0;j<tree_h-k;j++)
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treehash[i*(h-k) + j].node = th_nodes + (i*(h-k) + j) * n;
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treehash[i*(tree_h-k) + j].node = th_nodes + (i*(tree_h-k) + j) * n;
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xmss_set_bds_state(states + i,
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xmss_set_bds_state(states + i,
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stack + i*(h-k-1)*n, 0, stacklevels + i*(h-k-1),
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stack + i*(tree_h + 1)*n, 0, stacklevels + i*(tree_h + 1),
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auth + i*h*n,
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auth + i*tree_h*n,
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keep + i*(h >> 1)*n,
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keep + i*(tree_h >> 1)*n,
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treehash + i*(h-k),
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treehash + i*(tree_h-k),
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retain + i*((1 << k) - k - 1)*n,
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retain + i*((1 << k) - k - 1)*n,
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0
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0
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);
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);
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