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- mpyc.asyncoro.SecureObject(builtins.object)
-
- SecureFiniteGroup
-
- SecureClassGroupForm
- SecureEllipticCurvePoint
- SecureQuadraticResidue
- SecureSchnorrGroupElement
- SecureSymmetricGroupElement
class SecureClassGroupForm(SecureFiniteGroup) |
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SecureClassGroupForm(value=None)
Common base class for secure (secret-shared) class group forms.
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- Method resolution order:
- SecureClassGroupForm
- SecureFiniteGroup
- mpyc.asyncoro.SecureObject
- builtins.object
Methods defined here:
- __getitem__(self, key)
- __init__(self, value=None)
- Ensure all coefficients are of secure type.
Enforce value is a tuple.
- set_share(self, value)
- Set share to the given value.
The share is set directly (or recursively, for a composite SecureObject),
using callbacks if value contains Futures that are not yet done.
Class methods defined here:
- decode(M, Z) from builtins.type
- equality(f1, f2, /) from builtins.type
- Return a == b.
- inversion(f, /) from builtins.type
- Return @-inverse of a (written ~a).
- operation(f1, f2, /) from builtins.type
- Return a @ b.
- operation2(f, /) from builtins.type
- Return a @ a.
Data and other attributes defined here:
- __annotations__ = {}
Methods inherited from SecureFiniteGroup:
- __add__(self, other)
- __eq__(self, other)
- Return self==value.
- __invert__(self)
- __matmul__(self, other)
- __mul__(self, other)
- __ne__(self, other)
- Return self!=value.
- __neg__(self)
- __pow__(self, other)
- __radd__(self, other)
- __rmatmul__(self, other)
- __rmul__(self, other)
- __rsub__(self, other)
- __rtruediv__(self, other)
- __sub__(self, other)
- __truediv__(self, other)
- __xor__(self, other)
- inverse(self)
- For ease of use.
Class methods inherited from SecureFiniteGroup:
- if_else(c, a, b) from builtins.type
- Secure selection based on binary condition c between group elements a and b.
Condition c must be of a secure number type compatible with the group,
and its value should be 0 or 1. Input a must be compatible with the group as
well, either of the secure type cls or of type cls.group. Same for input b.
- repeat(a, x) from builtins.type
- Return xth @-power of a (written a^x), for any integral number x.
Base a is either a public or a secure group element.
Exponent x is either a public or a secure integral number.
Possibly a, x are lists (of same length)
- repeat_public(a, x) from builtins.type
Data and other attributes inherited from SecureFiniteGroup:
- __hash__ = None
- identity = None
Methods inherited from mpyc.asyncoro.SecureObject:
- __array_function__(self, func, types, args, kwargs)
- Redirect __array_function__ call to array class, if any.
To support calls like np.block([[secint(9), -1], [1, secint(7)]]).
- __array_ufunc__(self, ufunc, method, *inputs, **kwargs)
- Delegate __array_ufunc__ call to corresponding operator call.
Provisional support for calls like np.less(secint(9), 10).
- __bool__(self)
- Use of secret-shared objects in Boolean expressions makes no sense.
- __deepcopy__(self, memo)
- Let SecureObjects behave as immutable objects.
Introduced for github.com/meilof/oblif.
Data descriptors inherited from mpyc.asyncoro.SecureObject:
- share
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class SecureEllipticCurvePoint(SecureFiniteGroup) |
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SecureEllipticCurvePoint(value=None)
Common base class for secure (secret-shared) elliptic curve points.
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- Method resolution order:
- SecureEllipticCurvePoint
- SecureFiniteGroup
- mpyc.asyncoro.SecureObject
- builtins.object
Methods defined here:
- __getitem__(self, key)
- __init__(self, value=None)
- Ensure all coefficients are of secure field type.
Enforce value is a tuple.
- normalize(self)
- set_share(self, value)
- Set share to the given value.
The share is set directly (or recursively, for a composite SecureObject),
using callbacks if value contains Futures that are not yet done.
Class methods defined here:
- decode(M, Z, gap=256) from builtins.type
- equality(a, b, /) from builtins.type
- Return a == b.
- inversion(a, /) from builtins.type
- Return @-inverse of a (written ~a).
- operation(a, b, /) from builtins.type
- Return a @ b.
Data and other attributes defined here:
- __annotations__ = {}
Methods inherited from SecureFiniteGroup:
- __add__(self, other)
- __eq__(self, other)
- Return self==value.
- __invert__(self)
- __matmul__(self, other)
- __mul__(self, other)
- __ne__(self, other)
- Return self!=value.
- __neg__(self)
- __pow__(self, other)
- __radd__(self, other)
- __rmatmul__(self, other)
- __rmul__(self, other)
- __rsub__(self, other)
- __rtruediv__(self, other)
- __sub__(self, other)
- __truediv__(self, other)
- __xor__(self, other)
- inverse(self)
- For ease of use.
Class methods inherited from SecureFiniteGroup:
- if_else(c, a, b) from builtins.type
- Secure selection based on binary condition c between group elements a and b.
Condition c must be of a secure number type compatible with the group,
and its value should be 0 or 1. Input a must be compatible with the group as
well, either of the secure type cls or of type cls.group. Same for input b.
- operation2(a, /) from builtins.type
- Return a @ a.
- repeat(a, x) from builtins.type
- Return xth @-power of a (written a^x), for any integral number x.
Base a is either a public or a secure group element.
Exponent x is either a public or a secure integral number.
Possibly a, x are lists (of same length)
- repeat_public(a, x) from builtins.type
Data and other attributes inherited from SecureFiniteGroup:
- __hash__ = None
- identity = None
Methods inherited from mpyc.asyncoro.SecureObject:
- __array_function__(self, func, types, args, kwargs)
- Redirect __array_function__ call to array class, if any.
To support calls like np.block([[secint(9), -1], [1, secint(7)]]).
- __array_ufunc__(self, ufunc, method, *inputs, **kwargs)
- Delegate __array_ufunc__ call to corresponding operator call.
Provisional support for calls like np.less(secint(9), 10).
- __bool__(self)
- Use of secret-shared objects in Boolean expressions makes no sense.
- __deepcopy__(self, memo)
- Let SecureObjects behave as immutable objects.
Introduced for github.com/meilof/oblif.
Data descriptors inherited from mpyc.asyncoro.SecureObject:
- share
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class SecureFiniteGroup(mpyc.asyncoro.SecureObject) |
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SecureFiniteGroup(value=None)
Abstract base class for secure (secret-shared) finite groups elements.
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- Method resolution order:
- SecureFiniteGroup
- mpyc.asyncoro.SecureObject
- builtins.object
Methods defined here:
- __add__(self, other)
- __eq__(self, other)
- Return self==value.
- __invert__(self)
- __matmul__(self, other)
- __mul__(self, other)
- __ne__(self, other)
- Return self!=value.
- __neg__(self)
- __pow__(self, other)
- __radd__(self, other)
- __rmatmul__(self, other)
- __rmul__(self, other)
- __rsub__(self, other)
- __rtruediv__(self, other)
- __sub__(self, other)
- __truediv__(self, other)
- __xor__(self, other)
- inverse(self)
- For ease of use.
Class methods defined here:
- equality(a, b, /) from builtins.type
- Return a == b.
- if_else(c, a, b) from builtins.type
- Secure selection based on binary condition c between group elements a and b.
Condition c must be of a secure number type compatible with the group,
and its value should be 0 or 1. Input a must be compatible with the group as
well, either of the secure type cls or of type cls.group. Same for input b.
- inversion(a, /) from builtins.type
- Return @-inverse of a (written ~a).
- operation(a, b, /) from builtins.type
- Return a @ b.
- operation2(a, /) from builtins.type
- Return a @ a.
- repeat(a, x) from builtins.type
- Return xth @-power of a (written a^x), for any integral number x.
Base a is either a public or a secure group element.
Exponent x is either a public or a secure integral number.
Possibly a, x are lists (of same length)
- repeat_public(a, x) from builtins.type
Data and other attributes defined here:
- __annotations__ = {'group': <class 'type'>, 'sectype': <class 'type'>}
- __hash__ = None
- identity = None
Methods inherited from mpyc.asyncoro.SecureObject:
- __array_function__(self, func, types, args, kwargs)
- Redirect __array_function__ call to array class, if any.
To support calls like np.block([[secint(9), -1], [1, secint(7)]]).
- __array_ufunc__(self, ufunc, method, *inputs, **kwargs)
- Delegate __array_ufunc__ call to corresponding operator call.
Provisional support for calls like np.less(secint(9), 10).
- __bool__(self)
- Use of secret-shared objects in Boolean expressions makes no sense.
- __deepcopy__(self, memo)
- Let SecureObjects behave as immutable objects.
Introduced for github.com/meilof/oblif.
- __init__(self, value=None)
- Initialize share.
If value is None (default), the SecureObject starts out as an empty
placeholder (implemented as a Future).
- set_share(self, value)
- Set share to the given value.
The share is set directly (or recursively, for a composite SecureObject),
using callbacks if value contains Futures that are not yet done.
Data descriptors inherited from mpyc.asyncoro.SecureObject:
- share
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class SecureQuadraticResidue(SecureFiniteGroup) |
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SecureQuadraticResidue(value=None)
Common base class for secure (secret-shared) quadratic residues.
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- Method resolution order:
- SecureQuadraticResidue
- SecureFiniteGroup
- mpyc.asyncoro.SecureObject
- builtins.object
Methods defined here:
- __init__(self, value=None)
- Ensure value is of secure field type.
- set_share(self, value)
- Set share to the given value.
The share is set directly (or recursively, for a composite SecureObject),
using callbacks if value contains Futures that are not yet done.
Class methods defined here:
- decode(M, Z, gap=128) from builtins.type
- equality(a, b, /) from builtins.type
- Return a == b.
- inversion(a, /) from builtins.type
- Return @-inverse of a (written ~a).
- operation(a, b, /) from builtins.type
- Return a @ b.
Data and other attributes defined here:
- __annotations__ = {}
Methods inherited from SecureFiniteGroup:
- __add__(self, other)
- __eq__(self, other)
- Return self==value.
- __invert__(self)
- __matmul__(self, other)
- __mul__(self, other)
- __ne__(self, other)
- Return self!=value.
- __neg__(self)
- __pow__(self, other)
- __radd__(self, other)
- __rmatmul__(self, other)
- __rmul__(self, other)
- __rsub__(self, other)
- __rtruediv__(self, other)
- __sub__(self, other)
- __truediv__(self, other)
- __xor__(self, other)
- inverse(self)
- For ease of use.
Class methods inherited from SecureFiniteGroup:
- if_else(c, a, b) from builtins.type
- Secure selection based on binary condition c between group elements a and b.
Condition c must be of a secure number type compatible with the group,
and its value should be 0 or 1. Input a must be compatible with the group as
well, either of the secure type cls or of type cls.group. Same for input b.
- operation2(a, /) from builtins.type
- Return a @ a.
- repeat(a, x) from builtins.type
- Return xth @-power of a (written a^x), for any integral number x.
Base a is either a public or a secure group element.
Exponent x is either a public or a secure integral number.
Possibly a, x are lists (of same length)
- repeat_public(a, x) from builtins.type
Data and other attributes inherited from SecureFiniteGroup:
- __hash__ = None
- identity = None
Methods inherited from mpyc.asyncoro.SecureObject:
- __array_function__(self, func, types, args, kwargs)
- Redirect __array_function__ call to array class, if any.
To support calls like np.block([[secint(9), -1], [1, secint(7)]]).
- __array_ufunc__(self, ufunc, method, *inputs, **kwargs)
- Delegate __array_ufunc__ call to corresponding operator call.
Provisional support for calls like np.less(secint(9), 10).
- __bool__(self)
- Use of secret-shared objects in Boolean expressions makes no sense.
- __deepcopy__(self, memo)
- Let SecureObjects behave as immutable objects.
Introduced for github.com/meilof/oblif.
Data descriptors inherited from mpyc.asyncoro.SecureObject:
- share
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class SecureSchnorrGroupElement(SecureFiniteGroup) |
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SecureSchnorrGroupElement(value=None)
Common base class for secure (secret-shared) Schnorr group elements.
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- Method resolution order:
- SecureSchnorrGroupElement
- SecureFiniteGroup
- mpyc.asyncoro.SecureObject
- builtins.object
Methods defined here:
- __init__(self, value=None)
- Ensure value is of secure field type.
- set_share(self, value)
- Set share to the given value.
The share is set directly (or recursively, for a composite SecureObject),
using callbacks if value contains Futures that are not yet done.
Class methods defined here:
- decode(M, Z) from builtins.type
- equality(a, b, /) from builtins.type
- Return a == b.
- inversion(a, /) from builtins.type
- Return @-inverse of a (written ~a).
- operation(a, b, /) from builtins.type
- Return a @ b.
Data and other attributes defined here:
- __annotations__ = {}
Methods inherited from SecureFiniteGroup:
- __add__(self, other)
- __eq__(self, other)
- Return self==value.
- __invert__(self)
- __matmul__(self, other)
- __mul__(self, other)
- __ne__(self, other)
- Return self!=value.
- __neg__(self)
- __pow__(self, other)
- __radd__(self, other)
- __rmatmul__(self, other)
- __rmul__(self, other)
- __rsub__(self, other)
- __rtruediv__(self, other)
- __sub__(self, other)
- __truediv__(self, other)
- __xor__(self, other)
- inverse(self)
- For ease of use.
Class methods inherited from SecureFiniteGroup:
- if_else(c, a, b) from builtins.type
- Secure selection based on binary condition c between group elements a and b.
Condition c must be of a secure number type compatible with the group,
and its value should be 0 or 1. Input a must be compatible with the group as
well, either of the secure type cls or of type cls.group. Same for input b.
- operation2(a, /) from builtins.type
- Return a @ a.
- repeat(a, x) from builtins.type
- Return xth @-power of a (written a^x), for any integral number x.
Base a is either a public or a secure group element.
Exponent x is either a public or a secure integral number.
Possibly a, x are lists (of same length)
- repeat_public(a, x) from builtins.type
Data and other attributes inherited from SecureFiniteGroup:
- __hash__ = None
- identity = None
Methods inherited from mpyc.asyncoro.SecureObject:
- __array_function__(self, func, types, args, kwargs)
- Redirect __array_function__ call to array class, if any.
To support calls like np.block([[secint(9), -1], [1, secint(7)]]).
- __array_ufunc__(self, ufunc, method, *inputs, **kwargs)
- Delegate __array_ufunc__ call to corresponding operator call.
Provisional support for calls like np.less(secint(9), 10).
- __bool__(self)
- Use of secret-shared objects in Boolean expressions makes no sense.
- __deepcopy__(self, memo)
- Let SecureObjects behave as immutable objects.
Introduced for github.com/meilof/oblif.
Data descriptors inherited from mpyc.asyncoro.SecureObject:
- share
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class SecureSymmetricGroupElement(SecureFiniteGroup) |
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SecureSymmetricGroupElement(value=None)
Common base class for secure (secret-shared) symmetric group elements.
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- Method resolution order:
- SecureSymmetricGroupElement
- SecureFiniteGroup
- mpyc.asyncoro.SecureObject
- builtins.object
Methods defined here:
- __init__(self, value=None)
- Ensure all coefficients of value are of secure field type.
Enforce value is a tuple.
- set_share(self, value)
- Set share to the given value.
The share is set directly (or recursively, for a composite SecureObject),
using callbacks if value contains Futures that are not yet done.
Class methods defined here:
- equality(p, q, /) from builtins.type
- Return a == b.
- inversion(p, /) from builtins.type
- Return @-inverse of a (written ~a).
- operation(p, q, /) from builtins.type
- First p then q.
Data and other attributes defined here:
- __annotations__ = {}
Methods inherited from SecureFiniteGroup:
- __add__(self, other)
- __eq__(self, other)
- Return self==value.
- __invert__(self)
- __matmul__(self, other)
- __mul__(self, other)
- __ne__(self, other)
- Return self!=value.
- __neg__(self)
- __pow__(self, other)
- __radd__(self, other)
- __rmatmul__(self, other)
- __rmul__(self, other)
- __rsub__(self, other)
- __rtruediv__(self, other)
- __sub__(self, other)
- __truediv__(self, other)
- __xor__(self, other)
- inverse(self)
- For ease of use.
Class methods inherited from SecureFiniteGroup:
- if_else(c, a, b) from builtins.type
- Secure selection based on binary condition c between group elements a and b.
Condition c must be of a secure number type compatible with the group,
and its value should be 0 or 1. Input a must be compatible with the group as
well, either of the secure type cls or of type cls.group. Same for input b.
- operation2(a, /) from builtins.type
- Return a @ a.
- repeat(a, x) from builtins.type
- Return xth @-power of a (written a^x), for any integral number x.
Base a is either a public or a secure group element.
Exponent x is either a public or a secure integral number.
Possibly a, x are lists (of same length)
- repeat_public(a, x) from builtins.type
Data and other attributes inherited from SecureFiniteGroup:
- __hash__ = None
- identity = None
Methods inherited from mpyc.asyncoro.SecureObject:
- __array_function__(self, func, types, args, kwargs)
- Redirect __array_function__ call to array class, if any.
To support calls like np.block([[secint(9), -1], [1, secint(7)]]).
- __array_ufunc__(self, ufunc, method, *inputs, **kwargs)
- Delegate __array_ufunc__ call to corresponding operator call.
Provisional support for calls like np.less(secint(9), 10).
- __bool__(self)
- Use of secret-shared objects in Boolean expressions makes no sense.
- __deepcopy__(self, memo)
- Let SecureObjects behave as immutable objects.
Introduced for github.com/meilof/oblif.
Data descriptors inherited from mpyc.asyncoro.SecureObject:
- share
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