Plural of modulus is moduli
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@ -130,7 +130,7 @@ partition_bounds_equal(int partnatts, int16 *parttyplen, bool *parttypbyval,
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return false;
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/*
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* We arrange the partitions in the ascending order of their modulus
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* We arrange the partitions in the ascending order of their moduli
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* and remainders. Also every modulus is factor of next larger
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* modulus. Therefore we can safely store index of a given partition
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* in indexes array at remainder of that partition. Also entries at
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@ -744,7 +744,7 @@ check_default_allows_bound(Relation parent, Relation default_rel,
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*
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* Returns the greatest modulus of the hash partition bound. The greatest
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* modulus will be at the end of the datums array because hash partitions are
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* arranged in the ascending order of their modulus and remainders.
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* arranged in the ascending order of their moduli and remainders.
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*/
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int
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get_hash_partition_greatest_modulus(PartitionBoundInfo bound)
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@ -912,7 +912,7 @@ partition_rbound_datum_cmp(FmgrInfo *partsupfunc, Oid *partcollation,
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/*
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* partition_hbound_cmp
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*
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* Compares modulus first, then remainder if modulus are equal.
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* Compares modulus first, then remainder if modulus is equal.
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*/
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int32
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partition_hbound_cmp(int modulus1, int remainder1, int modulus2, int remainder2)
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@ -612,7 +612,7 @@ RelationBuildPartitionDesc(Relation rel)
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{
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case PARTITION_STRATEGY_HASH:
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{
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/* Modulus are stored in ascending order */
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/* Moduli are stored in ascending order */
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int greatest_modulus = hbounds[ndatums - 1]->modulus;
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boundinfo->indexes = (int *) palloc(greatest_modulus *
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