Secret Ballot Elections
Verifiable secret sharing can be used to build an end-to-end auditable voting systems.
Using the technique of verifiable secret sharing one can satisfy the election problem that will be describe here.
In the election problem each voter can vote 0 (to oppose) or 1 (for favor), and the sum of all votes will determine election's result. For the election to execute, it is needed to make sure that the following conditions will fulfill:
- The voters' privacy should not be compromised.
- The election administrator must verify that no voter committed fraud.
If using verifiable secret sharing, n tellers will replace the single election administrator. Each voter will distribute one share of its secret vote to every one of the n tellers. This way the privacy of the voter is preserved and the first condition is satisfied.
Reconstruction of the election's result is easy, if there exist enough k
Read more about this topic: Verifiable Secret Sharing
Famous quotes containing the words secret, ballot and/or elections:
“This is the poem of the air,
Slowly in silent syllables recorded;
This is the secret of despair,
Long in its cloudy bosom hoarded,
Now whispered and revealed
To wood and field.”
—Henry Wadsworth Longfellow (18091882)
“We are told it will be of no use for us to ask this measure of justicethat the ballot be given to the women of our new possessions upon the same terms as to the menbecause we shall not get it. It is not our business whether we are going to get it; our business is to make the demand.... Ask for the whole loaf and take what you can get.”
—Susan B. Anthony (18201906)
“In my public statements I have earnestly urged that there rested upon government many responsibilities which affect the moral and spiritual welfare of our people. The participation of women in elections has produced a keener realization of the importance of these questions and has contributed to higher national ideals. Moreover, it is through them that our national ideals are ingrained in our children.”
—Herbert Hoover (18741964)