// Copyright 2020-2025 Consensys Software Inc.
// Licensed under the Apache License, Version 2.0. See the LICENSE file for details.

// Code generated by consensys/gnark-crypto DO NOT EDIT

package bls12381

import (
	"github.com/consensys/gnark-crypto/ecc/bls12-381/fp"
	"github.com/consensys/gnark-crypto/ecc/bls12-381/internal/fptower"
)

type batchOpG1Affine struct {
	bucketID uint16
	point    G1Affine
}

// processChunkG1BatchAffine process a chunk of the scalars during the msm
// using affine coordinates for the buckets. To amortize the cost of the inverse in the affine addition
// we use a batch affine addition.
//
// this is derived from a PR by 0x0ece : https://github.com/Consensys/gnark-crypto/pull/249
// See Section 5.3: ia.cr/2022/1396
func processChunkG1BatchAffine[BJE ibg1JacExtended, B ibG1Affine, BS bitSet, TP pG1Affine, TPP ppG1Affine, TQ qOpsG1Affine, TC cG1Affine](
	chunk uint64,
	chRes chan<- g1JacExtended,
	c uint64,
	points []G1Affine,
	digits []uint16,
	sem chan struct{}) {

	if sem != nil {
		// if we are limited, wait for a token in the semaphore
		<-sem
	}

	// the batch affine addition needs independent points; in other words, for a window of batchSize
	// we want to hit independent bucketIDs when processing the digit. if there is a conflict (we're trying
	// to add 2 different points to the same bucket), then we push the conflicted point to a queue.
	// each time the batch is full, we execute it, and tentatively put the points (if not conflict)
	// from the top of the queue into the next batch.
	// if the queue is full, we "flush it"; we sequentially add the points to the buckets in
	// g1JacExtended coordinates.
	// The reasoning behind this is the following; batchSize is chosen such as, for a uniformly random
	// input, the number of conflicts is going to be low, and the element added to the queue should be immediately
	// processed in the next batch. If it's not the case, then our inputs are not random; and we fallback to
	// non-batch-affine version.

	// note that we have 2 sets of buckets
	// 1 in G1Affine used with the batch affine additions
	// 1 in g1JacExtended used in case the queue of conflicting points
	var buckets B // in G1Affine coordinates, infinity point is represented as (0,0), no need to init
	var bucketsJE BJE
	for i := 0; i < len(buckets); i++ {
		bucketsJE[i].SetInfinity()
	}

	// setup for the batch affine;
	var (
		bucketIds BS  // bitSet to signify presence of a bucket in current batch
		cptAdd    int // count the number of bucket + point added to current batch
		R         TPP // bucket references
		P         TP  // points to be added to R (buckets); it is beneficial to store them on the stack (ie copy)
		queue     TQ  // queue of points that conflict the current batch
		qID       int // current position in queue
	)

	batchSize := len(P)

	isFull := func() bool { return cptAdd == batchSize }

	executeAndReset := func() {
		batchAddG1Affine[TP, TPP, TC](&R, &P, cptAdd)
		var tmp BS
		bucketIds = tmp
		cptAdd = 0
	}

	addFromQueue := func(op batchOpG1Affine) {
		// @precondition: must ensures bucket is not "used" in current batch
		// note that there is a bit of duplicate logic between add and addFromQueue
		// the reason is that as of Go 1.19.3, if we pass a pointer to the queue item (see add signature)
		// the compiler will put the queue on the heap.
		BK := &buckets[op.bucketID]

		// handle special cases with inf or -P / P
		if BK.IsInfinity() {
			BK.Set(&op.point)
			return
		}
		if BK.X.Equal(&op.point.X) {
			if BK.Y.Equal(&op.point.Y) {
				// P + P: doubling, which should be quite rare --
				// we use the other set of buckets
				bucketsJE[op.bucketID].addMixed(&op.point)
				return
			}
			BK.SetInfinity()
			return
		}

		bucketIds[op.bucketID] = true
		R[cptAdd] = BK
		P[cptAdd] = op.point
		cptAdd++
	}

	add := func(bucketID uint16, PP *G1Affine, isAdd bool) {
		// @precondition: ensures bucket is not "used" in current batch
		BK := &buckets[bucketID]
		// handle special cases with inf or -P / P
		if BK.IsInfinity() {
			if isAdd {
				BK.Set(PP)
			} else {
				BK.Neg(PP)
			}
			return
		}
		if BK.X.Equal(&PP.X) {
			if BK.Y.Equal(&PP.Y) {
				// P + P: doubling, which should be quite rare --
				if isAdd {
					bucketsJE[bucketID].addMixed(PP)
				} else {
					BK.SetInfinity()
				}
				return
			}
			if isAdd {
				BK.SetInfinity()
			} else {
				bucketsJE[bucketID].subMixed(PP)
			}
			return
		}

		bucketIds[bucketID] = true
		R[cptAdd] = BK
		if isAdd {
			P[cptAdd].Set(PP)
		} else {
			P[cptAdd].Neg(PP)
		}
		cptAdd++
	}

	flushQueue := func() {
		for i := 0; i < qID; i++ {
			bucketsJE[queue[i].bucketID].addMixed(&queue[i].point)
		}
		qID = 0
	}

	processTopQueue := func() {
		for i := qID - 1; i >= 0; i-- {
			if bucketIds[queue[i].bucketID] {
				return
			}
			addFromQueue(queue[i])
			// len(queue) < batchSize so no need to check for full batch.
			qID--
		}
	}

	for i, digit := range digits {

		if digit == 0 || points[i].IsInfinity() {
			continue
		}

		bucketID := uint16((digit >> 1))
		isAdd := digit&1 == 0
		if isAdd {
			// add
			bucketID -= 1
		}

		if bucketIds[bucketID] {
			// put it in queue
			queue[qID].bucketID = bucketID
			if isAdd {
				queue[qID].point.Set(&points[i])
			} else {
				queue[qID].point.Neg(&points[i])
			}
			qID++

			// queue is full, flush it.
			if qID == len(queue)-1 {
				flushQueue()
			}
			continue
		}

		// we add the point to the batch.
		add(bucketID, &points[i], isAdd)
		if isFull() {
			executeAndReset()
			processTopQueue()
		}
	}

	// flush items in batch.
	executeAndReset()

	// empty the queue
	flushQueue()

	// reduce buckets into total
	// total =  bucket[0] + 2*bucket[1] + 3*bucket[2] ... + n*bucket[n-1]
	var runningSum, total g1JacExtended
	runningSum.SetInfinity()
	total.SetInfinity()
	for k := len(buckets) - 1; k >= 0; k-- {
		runningSum.addMixed(&buckets[k])
		if !bucketsJE[k].IsInfinity() {
			runningSum.add(&bucketsJE[k])
		}
		total.add(&runningSum)
	}

	if sem != nil {
		// release a token to the semaphore
		// before sending to chRes
		sem <- struct{}{}
	}

	chRes <- total

}

// we declare the buckets as fixed-size array types
// this allow us to allocate the buckets on the stack
type bucketG1AffineC10 [512]G1Affine
type bucketG1AffineC11 [1024]G1Affine
type bucketG1AffineC12 [2048]G1Affine
type bucketG1AffineC13 [4096]G1Affine
type bucketG1AffineC14 [8192]G1Affine
type bucketG1AffineC15 [16384]G1Affine
type bucketG1AffineC16 [32768]G1Affine

// buckets: array of G1Affine points of size 1 << (c-1)
type ibG1Affine interface {
	bucketG1AffineC10 |
		bucketG1AffineC11 |
		bucketG1AffineC12 |
		bucketG1AffineC13 |
		bucketG1AffineC14 |
		bucketG1AffineC15 |
		bucketG1AffineC16
}

// array of coordinates fp.Element
type cG1Affine interface {
	cG1AffineC10 |
		cG1AffineC11 |
		cG1AffineC12 |
		cG1AffineC13 |
		cG1AffineC14 |
		cG1AffineC15 |
		cG1AffineC16
}

// buckets: array of G1Affine points (for the batch addition)
type pG1Affine interface {
	pG1AffineC10 |
		pG1AffineC11 |
		pG1AffineC12 |
		pG1AffineC13 |
		pG1AffineC14 |
		pG1AffineC15 |
		pG1AffineC16
}

// buckets: array of *G1Affine points (for the batch addition)
type ppG1Affine interface {
	ppG1AffineC10 |
		ppG1AffineC11 |
		ppG1AffineC12 |
		ppG1AffineC13 |
		ppG1AffineC14 |
		ppG1AffineC15 |
		ppG1AffineC16
}

// buckets: array of G1Affine queue operations (for the batch addition)
type qOpsG1Affine interface {
	qG1AffineC10 |
		qG1AffineC11 |
		qG1AffineC12 |
		qG1AffineC13 |
		qG1AffineC14 |
		qG1AffineC15 |
		qG1AffineC16
}

// batch size 80 when c = 10
type cG1AffineC10 [80]fp.Element
type pG1AffineC10 [80]G1Affine
type ppG1AffineC10 [80]*G1Affine
type qG1AffineC10 [80]batchOpG1Affine

// batch size 150 when c = 11
type cG1AffineC11 [150]fp.Element
type pG1AffineC11 [150]G1Affine
type ppG1AffineC11 [150]*G1Affine
type qG1AffineC11 [150]batchOpG1Affine

// batch size 200 when c = 12
type cG1AffineC12 [200]fp.Element
type pG1AffineC12 [200]G1Affine
type ppG1AffineC12 [200]*G1Affine
type qG1AffineC12 [200]batchOpG1Affine

// batch size 350 when c = 13
type cG1AffineC13 [350]fp.Element
type pG1AffineC13 [350]G1Affine
type ppG1AffineC13 [350]*G1Affine
type qG1AffineC13 [350]batchOpG1Affine

// batch size 400 when c = 14
type cG1AffineC14 [400]fp.Element
type pG1AffineC14 [400]G1Affine
type ppG1AffineC14 [400]*G1Affine
type qG1AffineC14 [400]batchOpG1Affine

// batch size 500 when c = 15
type cG1AffineC15 [500]fp.Element
type pG1AffineC15 [500]G1Affine
type ppG1AffineC15 [500]*G1Affine
type qG1AffineC15 [500]batchOpG1Affine

// batch size 640 when c = 16
type cG1AffineC16 [640]fp.Element
type pG1AffineC16 [640]G1Affine
type ppG1AffineC16 [640]*G1Affine
type qG1AffineC16 [640]batchOpG1Affine

type batchOpG2Affine struct {
	bucketID uint16
	point    G2Affine
}

// processChunkG2BatchAffine process a chunk of the scalars during the msm
// using affine coordinates for the buckets. To amortize the cost of the inverse in the affine addition
// we use a batch affine addition.
//
// this is derived from a PR by 0x0ece : https://github.com/Consensys/gnark-crypto/pull/249
// See Section 5.3: ia.cr/2022/1396
func processChunkG2BatchAffine[BJE ibg2JacExtended, B ibG2Affine, BS bitSet, TP pG2Affine, TPP ppG2Affine, TQ qOpsG2Affine, TC cG2Affine](
	chunk uint64,
	chRes chan<- g2JacExtended,
	c uint64,
	points []G2Affine,
	digits []uint16,
	sem chan struct{}) {

	if sem != nil {
		// if we are limited, wait for a token in the semaphore
		<-sem
	}

	// the batch affine addition needs independent points; in other words, for a window of batchSize
	// we want to hit independent bucketIDs when processing the digit. if there is a conflict (we're trying
	// to add 2 different points to the same bucket), then we push the conflicted point to a queue.
	// each time the batch is full, we execute it, and tentatively put the points (if not conflict)
	// from the top of the queue into the next batch.
	// if the queue is full, we "flush it"; we sequentially add the points to the buckets in
	// g2JacExtended coordinates.
	// The reasoning behind this is the following; batchSize is chosen such as, for a uniformly random
	// input, the number of conflicts is going to be low, and the element added to the queue should be immediately
	// processed in the next batch. If it's not the case, then our inputs are not random; and we fallback to
	// non-batch-affine version.

	// note that we have 2 sets of buckets
	// 1 in G2Affine used with the batch affine additions
	// 1 in g2JacExtended used in case the queue of conflicting points
	var buckets B // in G2Affine coordinates, infinity point is represented as (0,0), no need to init
	var bucketsJE BJE
	for i := 0; i < len(buckets); i++ {
		bucketsJE[i].SetInfinity()
	}

	// setup for the batch affine;
	var (
		bucketIds BS  // bitSet to signify presence of a bucket in current batch
		cptAdd    int // count the number of bucket + point added to current batch
		R         TPP // bucket references
		P         TP  // points to be added to R (buckets); it is beneficial to store them on the stack (ie copy)
		queue     TQ  // queue of points that conflict the current batch
		qID       int // current position in queue
	)

	batchSize := len(P)

	isFull := func() bool { return cptAdd == batchSize }

	executeAndReset := func() {
		batchAddG2Affine[TP, TPP, TC](&R, &P, cptAdd)
		var tmp BS
		bucketIds = tmp
		cptAdd = 0
	}

	addFromQueue := func(op batchOpG2Affine) {
		// @precondition: must ensures bucket is not "used" in current batch
		// note that there is a bit of duplicate logic between add and addFromQueue
		// the reason is that as of Go 1.19.3, if we pass a pointer to the queue item (see add signature)
		// the compiler will put the queue on the heap.
		BK := &buckets[op.bucketID]

		// handle special cases with inf or -P / P
		if BK.IsInfinity() {
			BK.Set(&op.point)
			return
		}
		if BK.X.Equal(&op.point.X) {
			if BK.Y.Equal(&op.point.Y) {
				// P + P: doubling, which should be quite rare --
				// we use the other set of buckets
				bucketsJE[op.bucketID].addMixed(&op.point)
				return
			}
			BK.SetInfinity()
			return
		}

		bucketIds[op.bucketID] = true
		R[cptAdd] = BK
		P[cptAdd] = op.point
		cptAdd++
	}

	add := func(bucketID uint16, PP *G2Affine, isAdd bool) {
		// @precondition: ensures bucket is not "used" in current batch
		BK := &buckets[bucketID]
		// handle special cases with inf or -P / P
		if BK.IsInfinity() {
			if isAdd {
				BK.Set(PP)
			} else {
				BK.Neg(PP)
			}
			return
		}
		if BK.X.Equal(&PP.X) {
			if BK.Y.Equal(&PP.Y) {
				// P + P: doubling, which should be quite rare --
				if isAdd {
					bucketsJE[bucketID].addMixed(PP)
				} else {
					BK.SetInfinity()
				}
				return
			}
			if isAdd {
				BK.SetInfinity()
			} else {
				bucketsJE[bucketID].subMixed(PP)
			}
			return
		}

		bucketIds[bucketID] = true
		R[cptAdd] = BK
		if isAdd {
			P[cptAdd].Set(PP)
		} else {
			P[cptAdd].Neg(PP)
		}
		cptAdd++
	}

	flushQueue := func() {
		for i := 0; i < qID; i++ {
			bucketsJE[queue[i].bucketID].addMixed(&queue[i].point)
		}
		qID = 0
	}

	processTopQueue := func() {
		for i := qID - 1; i >= 0; i-- {
			if bucketIds[queue[i].bucketID] {
				return
			}
			addFromQueue(queue[i])
			// len(queue) < batchSize so no need to check for full batch.
			qID--
		}
	}

	for i, digit := range digits {

		if digit == 0 || points[i].IsInfinity() {
			continue
		}

		bucketID := uint16((digit >> 1))
		isAdd := digit&1 == 0
		if isAdd {
			// add
			bucketID -= 1
		}

		if bucketIds[bucketID] {
			// put it in queue
			queue[qID].bucketID = bucketID
			if isAdd {
				queue[qID].point.Set(&points[i])
			} else {
				queue[qID].point.Neg(&points[i])
			}
			qID++

			// queue is full, flush it.
			if qID == len(queue)-1 {
				flushQueue()
			}
			continue
		}

		// we add the point to the batch.
		add(bucketID, &points[i], isAdd)
		if isFull() {
			executeAndReset()
			processTopQueue()
		}
	}

	// flush items in batch.
	executeAndReset()

	// empty the queue
	flushQueue()

	// reduce buckets into total
	// total =  bucket[0] + 2*bucket[1] + 3*bucket[2] ... + n*bucket[n-1]
	var runningSum, total g2JacExtended
	runningSum.SetInfinity()
	total.SetInfinity()
	for k := len(buckets) - 1; k >= 0; k-- {
		runningSum.addMixed(&buckets[k])
		if !bucketsJE[k].IsInfinity() {
			runningSum.add(&bucketsJE[k])
		}
		total.add(&runningSum)
	}

	if sem != nil {
		// release a token to the semaphore
		// before sending to chRes
		sem <- struct{}{}
	}

	chRes <- total

}

// we declare the buckets as fixed-size array types
// this allow us to allocate the buckets on the stack
type bucketG2AffineC10 [512]G2Affine
type bucketG2AffineC11 [1024]G2Affine
type bucketG2AffineC12 [2048]G2Affine
type bucketG2AffineC13 [4096]G2Affine
type bucketG2AffineC14 [8192]G2Affine
type bucketG2AffineC15 [16384]G2Affine
type bucketG2AffineC16 [32768]G2Affine

// buckets: array of G2Affine points of size 1 << (c-1)
type ibG2Affine interface {
	bucketG2AffineC10 |
		bucketG2AffineC11 |
		bucketG2AffineC12 |
		bucketG2AffineC13 |
		bucketG2AffineC14 |
		bucketG2AffineC15 |
		bucketG2AffineC16
}

// array of coordinates fptower.E2
type cG2Affine interface {
	cG2AffineC10 |
		cG2AffineC11 |
		cG2AffineC12 |
		cG2AffineC13 |
		cG2AffineC14 |
		cG2AffineC15 |
		cG2AffineC16
}

// buckets: array of G2Affine points (for the batch addition)
type pG2Affine interface {
	pG2AffineC10 |
		pG2AffineC11 |
		pG2AffineC12 |
		pG2AffineC13 |
		pG2AffineC14 |
		pG2AffineC15 |
		pG2AffineC16
}

// buckets: array of *G2Affine points (for the batch addition)
type ppG2Affine interface {
	ppG2AffineC10 |
		ppG2AffineC11 |
		ppG2AffineC12 |
		ppG2AffineC13 |
		ppG2AffineC14 |
		ppG2AffineC15 |
		ppG2AffineC16
}

// buckets: array of G2Affine queue operations (for the batch addition)
type qOpsG2Affine interface {
	qG2AffineC10 |
		qG2AffineC11 |
		qG2AffineC12 |
		qG2AffineC13 |
		qG2AffineC14 |
		qG2AffineC15 |
		qG2AffineC16
}

// batch size 80 when c = 10
type cG2AffineC10 [80]fptower.E2
type pG2AffineC10 [80]G2Affine
type ppG2AffineC10 [80]*G2Affine
type qG2AffineC10 [80]batchOpG2Affine

// batch size 150 when c = 11
type cG2AffineC11 [150]fptower.E2
type pG2AffineC11 [150]G2Affine
type ppG2AffineC11 [150]*G2Affine
type qG2AffineC11 [150]batchOpG2Affine

// batch size 200 when c = 12
type cG2AffineC12 [200]fptower.E2
type pG2AffineC12 [200]G2Affine
type ppG2AffineC12 [200]*G2Affine
type qG2AffineC12 [200]batchOpG2Affine

// batch size 350 when c = 13
type cG2AffineC13 [350]fptower.E2
type pG2AffineC13 [350]G2Affine
type ppG2AffineC13 [350]*G2Affine
type qG2AffineC13 [350]batchOpG2Affine

// batch size 400 when c = 14
type cG2AffineC14 [400]fptower.E2
type pG2AffineC14 [400]G2Affine
type ppG2AffineC14 [400]*G2Affine
type qG2AffineC14 [400]batchOpG2Affine

// batch size 500 when c = 15
type cG2AffineC15 [500]fptower.E2
type pG2AffineC15 [500]G2Affine
type ppG2AffineC15 [500]*G2Affine
type qG2AffineC15 [500]batchOpG2Affine

// batch size 640 when c = 16
type cG2AffineC16 [640]fptower.E2
type pG2AffineC16 [640]G2Affine
type ppG2AffineC16 [640]*G2Affine
type qG2AffineC16 [640]batchOpG2Affine

type bitSetC3 [4]bool
type bitSetC4 [8]bool
type bitSetC5 [16]bool
type bitSetC6 [32]bool
type bitSetC7 [64]bool
type bitSetC8 [128]bool
type bitSetC9 [256]bool
type bitSetC10 [512]bool
type bitSetC11 [1024]bool
type bitSetC12 [2048]bool
type bitSetC13 [4096]bool
type bitSetC14 [8192]bool
type bitSetC15 [16384]bool
type bitSetC16 [32768]bool

type bitSet interface {
	bitSetC3 |
		bitSetC4 |
		bitSetC5 |
		bitSetC6 |
		bitSetC7 |
		bitSetC8 |
		bitSetC9 |
		bitSetC10 |
		bitSetC11 |
		bitSetC12 |
		bitSetC13 |
		bitSetC14 |
		bitSetC15 |
		bitSetC16
}