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---

# SparseCore Kernel Writing

[SparseCores](https://openxla.org/xla/sparsecore) specialize in sparse memory
access and operations, and have been an essential part of modern TPU for
multiple versions. While most of the matmul and heavy-compute work will happen
on TensorCores, offloading certain computation to SparseCores could improve
overall performance.

This guide will give an overview on SparseCore architecture and show how to
write Pallas kernels that runs on TPU SparseCores.

```python
from functools import partial
import jax
from jax.experimental import pallas as pl
from jax.experimental.pallas import tpu as pltpu
from jax.experimental.pallas import tpu_sc as plsc
import jax.numpy as jnp
import numpy as np

assert pltpu.get_tpu_info().sparse_core is not None, "No SparseCore found"
```

## Hardware overview

Depending on the version, a TPU chip may have 2 or 4 SparseCores. A SparseCore
consists of multiple subcores, each having its own VMEM space. Below is a
diagram for a SparseCore inside the TPU.

![Screenshot 2026-02-12 at 3.30.15 PM.png](data:image/png;base64,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)

A walkthrough on each of the components:

*   **Vector subcore (tiles)**: The vector processing subcores of a SparseCore.
    Each subcore has its own memory, so the data flow is independent.

*   **Lanes (SIMD width)**: An SC vector subcore does computation on size-N
    vectors in a "single instruction multiple data" (SIMD) fashion. Computations
    will happen on all the numbers in a lane in a single instruction.

*   **Scalar subcore**: The scalar processing subcore of a SparseCore. It is
    capable of scalar operations, dynamic indexing as well as initiating DMAs
    and streams.

*   **Memory spaces**: Each vector subcore has its own VMEM and SMEM (omitted in
    the graphic) space. They also have access to a shared VMEM space. The scalar
    subcore has its own SMEM. All these spaces connect with the TPU's HBM.

    *   In Pallas, the VMEM spaces are denoted as `pltpu.VMEM` and
        `pltpu.VMEM_SHARED`, and SMEM is denoted as `pltpu.SMEM`.

    *   In other documentation, the shared VMEM is often called "SPMEM" and the
        per-subcore VMEM is called "TileSPMEM" or "local SPMEM".

Actual specs vary by TPU version. Here are some published TPU specs:

| Attribute | TPU v4 | TPU v5p | TPU v6e (Trillium) | TPU 7x (Ironwood) |
| :-------- | :----- | :------ | :----------------- | :---------------- |
| SparseCores / Chip | 4 | 4 | 2 | 2 (4 physical cores) |
| Vector subcores / SparseCore | 16 | 16 | 16 | 16 |
| SIMD Width | 8 | 8 | 8 (F32)<br>16 (BF16) | 16 (F32)<br>32 (BF16) |
| HBM Capacity | 32 GB | 96 GB | 32 GB | 192 GB |

You can also use `pltpu.get_tpu_info()` to quickly obtain specs for your current
hardware.

```python
# Quick way to query basic SC info

assert (sc_info := pltpu.get_tpu_info().sparse_core)
print(f"SparseCore info for TPU {pltpu.get_tpu_info().chip_version}:")
print(sc_info)
```

```
SparseCore info for TPU 7x:
SparseCoreInfo(num_cores=2, num_subcores=16, num_lanes=16, dma_granule_size_bytes=64)
```

## Operations and workloads

A SparseCore consists of 16 smaller processing units, each with its own data
flow. That makes it good for workloads that have the following characteristics:

*   Highly parallel and irregular

*   Random data access

*   Medium-to-low amount of computation

*   Frequent data communications

Some of the useful operations on SparseCore are:

*   Small vector arithmetics

*   Gather and scatter (indexed fetch & send)

*   Sorting, unique, counts, histograms

*   Ragged operations

## Express SparseCore hardware

Similar to in TensorCore, Pallas uses mesh to express the compute units in
SparseCore. Depending on the processing unit you want to use, create a
`ScalarSubcoreMesh` or a `VectorSubcoreMesh`.

Note that a `VectorSubcoreMesh` has two dimensions - `core` for the different
SparseCores, and `subcore` for the multiple subcores on each SparseCore.

This allows you to apply the same programming model of TensorCores to write
collectives on SparseCores. Check out our
[collectives guide](https://docs.jax.dev/en/latest/pallas/tpu/distributed.html)
if you want to learn more.

```python
scalar_mesh = plsc.ScalarSubcoreMesh(axis_name="core",
                                     num_cores=sc_info.num_cores)
print(scalar_mesh)

vector_mesh = plsc.VectorSubcoreMesh(
    core_axis_name="core", subcore_axis_name="subcore"
)
print(vector_mesh)
```

```
ScalarSubcoreMesh(axis_name='core', num_cores=2)
VectorSubcoreMesh(core_axis_name='core', subcore_axis_name='subcore', num_cores=2, num_subcores=16)
```

## A basic SparseCore kernel

See below for a simple scalar subcore kernel that includes DMAs, per-core
customizing and compute operations. Note that the scalar subcore can only do
scalar operations.

```python
@jax.jit
def cumsum(x):
  @pl.kernel(out_type=x, mesh=scalar_mesh,
             scratch_types=[pltpu.SMEM((x.shape[1],), x.dtype),
                            pltpu.SemaphoreType.DMA])
  def kernel(x_ref, o_ref, tmp_ref, sem):
    idx = jax.lax.axis_index('core')
    pltpu.async_copy(x_ref.at[idx], tmp_ref, sem).wait()

    @pl.loop(1, x.shape[1])
    def _(i):
      tmp_ref[i] += tmp_ref[i - 1]

    pltpu.async_copy(tmp_ref, o_ref.at[idx], sem).wait()

  return kernel(x)

x_shape = (sc_info.num_cores, sc_info.num_lanes)
x = jax.random.randint(jax.random.key(0), x_shape, 0, 64, jnp.int32)
np.testing.assert_array_equal(cumsum(x), jnp.cumsum(x, axis=1))
```

## Pipelining in SparseCore kernels

You can `pltpu.emit_pipeline` to write pipelined SparseCore kernels. The
`core_axis_name` and `dimension_semantics` arguments to `emit_pipeline` enable
partitioning the pipeline across SparseCores/subcores.

```python
SC_REG_OP_SHAPE = (1, sc_info.num_lanes)
dma_block = (8, 128)

@jax.jit
def sc_add_one(x):
  @pl.kernel(out_type=x, mesh=vector_mesh, scratch_types=[])
  def sc_add_one_kernel(x_hbm_ref, o_hbm_ref):
    in_shape = x_hbm_ref.shape

    def sc_add_one_body(in_vmem, out_vmem):
      @pl.loop(0, in_vmem.shape[0], step=SC_REG_OP_SHAPE[0])
      def _(c0):
        @pl.loop(0, in_vmem.shape[1], step=SC_REG_OP_SHAPE[1])
        def _(c1):
          slc = (pl.ds(c0, SC_REG_OP_SHAPE[0]), pl.ds(c1, SC_REG_OP_SHAPE[1]))
          out_vmem.at[*slc][...] = in_vmem.at[*slc][...] + 1

    pltpu.emit_pipeline(
        sc_add_one_body,
        grid=(in_shape[0] // dma_block[0], in_shape[1] // dma_block[1]),
        in_specs=[pl.BlockSpec(block_shape=dma_block,
                               index_map=lambda i, j: (i, j))],
        out_specs=[pl.BlockSpec(block_shape=dma_block,
                                index_map=lambda i, j: (i, j))],
        core_axis_name=('core', 'subcore'),
        dimension_semantics=(pltpu.PARALLEL, pltpu.PARALLEL),
    )(x_hbm_ref, o_hbm_ref)
  return sc_add_one_kernel(x)

x = jax.random.randint(jax.random.key(0), (4096, 128), 0, 64, jnp.int32)
y = sc_add_one(x)
np.testing.assert_array_equal(y, x + 1)
```

Alternatively, you can use axis_index to compute the core index and use it to
split up work across cores (example
[here](https://docs.jax.dev/en/latest/pallas/tpu/core_map.html#mapping-over-sparsecores)).

## Overlapping TensorCore and SparseCore

It is very simple to overlap kernels written in TensorCore vs SparseCore: just
put them together inside a `jax.jit`. The XLA compiler will handle their
scheduling.

```python
@jax.jit
def tc_add_one(x):
  return x + 1
np.testing.assert_array_equal(tc_add_one(x), jnp.add(x, 1))

@jax.jit
def two_add_ones(x):
  return sc_add_one(x), tc_add_one(x)
jax.tree.map(np.testing.assert_array_equal, two_add_ones(x), (x + 1, x + 1));
```

A benchmark here shows the total time is less than the two functions combined.

```python
%timeit sc_add_one(x).block_until_ready()
%timeit tc_add_one(x).block_until_ready()

%timeit jax.block_until_ready(two_add_ones(x))
```

```
120 µs ± 2.46 µs per loop (mean ± std. dev. of 7 runs, 10000 loops each)
113 µs ± 5.61 µs per loop (mean ± std. dev. of 7 runs, 10000 loops each)
199 µs ± 2.24 µs per loop (mean ± std. dev. of 7 runs, 10000 loops each)
```

## Gather and scatter

SparseCore has specific optimized ops for indexed retrievals and updates. Given
an input or output ref in HBM (named `data`) and an array of indices in VMEM
(named `indices`), it can quickly read from ("gather") or write to ("scatter")
`data[indices]`.

We can use these gather/scatter by indexing a Ref with an indices Ref as part of
an `async_copy` or `sync_copy`. For example,
`sync_copy(data_ref.at[indices_ref], target_ref)` will trigger a gather.

Below is a kernel that pipelines loading indices into a vector subcore's VMEM.
In the body, we execute a gather using those indices.

```python
batch_size = 4096
value_dim = 128
gather_window_size = 128
num_steps = 1024
sc_num_cores, sc_num_subcores = sc_info.num_cores, sc_info.num_subcores
num_indices = gather_window_size * sc_num_cores * sc_num_subcores * num_steps
x = jnp.arange(batch_size * value_dim).reshape(batch_size, value_dim)
indices = jax.random.randint(jax.random.key(0), (num_indices,), 0, batch_size,
                             jnp.int32)


@jax.jit
def gather(x, indices):
  indices = indices.reshape((1, num_indices))
  @pl.kernel(out_type=jax.ShapeDtypeStruct((num_indices, value_dim), x.dtype),
             mesh=vector_mesh)
  def kernel(x_hbm, i_hbm, o_hbm):
    def body(i_vmem, o_vmem):
      pltpu.sync_copy(x_hbm.at[i_vmem.at[0]], o_vmem)  # The gather op

    pltpu.emit_pipeline(
        body,
        grid=(num_indices // gather_window_size,),
        in_specs=[pl.BlockSpec((1, gather_window_size),
                               index_map=lambda i: (0, i))],
        out_specs=[pl.BlockSpec((gather_window_size, value_dim),
                                index_map=lambda i: (i, 0))],
        core_axis_name='subcore',
        dimension_semantics=(pltpu.PARALLEL,),
    )(i_hbm, o_hbm)

  return kernel(x, indices)

out = gather(x, indices)
np.testing.assert_array_equal(out, jnp.take(x, indices, axis=0))

```

A scatter (indexed overwrite) is the opposite of a gather. See an example kernel
below.

```python
@jax.jit
def scatter(x, indices):
  indices = indices.reshape((1, num_indices))
  @pl.kernel(out_type=jax.ShapeDtypeStruct((batch_size, value_dim), x.dtype),
             mesh=vector_mesh, scratch_types=[])
  def kernel(x_hbm, i_hbm, o_hbm):
    def body(x_vmem, i_vmem):
      pltpu.sync_copy(x_vmem, o_hbm.at[i_vmem.at[0]])  # The scatter op

    pltpu.emit_pipeline(
        body,
        grid=(num_indices // gather_window_size,),
        in_specs=[pl.BlockSpec((gather_window_size, value_dim),
                               index_map=lambda i: (i, 0)),
                  pl.BlockSpec((1, gather_window_size,),
                               index_map=lambda i: (0, i))],
        out_specs=[],
        core_axis_name='subcore',
        dimension_semantics=(pltpu.PARALLEL,),
    )(x_hbm, i_hbm)

  return kernel(x, indices)

gathered = jnp.take(x, indices, axis=0)
out = scatter(gathered, indices)
np.testing.assert_array_equal(out, x)
```

## Benchmark against TensorCore

Sparsecores are particularly good at gather and scatter operations. We can
implement the same using vanilla JAX APIs, which by default run on TensorCore,
and compare the results.

```python
%timeit jax.block_until_ready(gather(x, indices))

gather_tc = jax.jit(lambda x, i: jnp.take(x, i, axis=0))
gather_tc(x, indices).block_until_ready()

%timeit jax.block_until_ready(gather_tc(x, indices))
```

```
4.05 ms ± 2.02 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)
18.1 ms ± 5.24 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)
```

## Gathering and scattering 16-bit dtypes

SparseCore DMA hardware natively supports only 32-bit transfers (`int32`, `float32`, `uint32`). You cannot directly gather 16-bit types like `bfloat16` or `float16`.

To gather 16-bit data, you can pack pairs of rows into 32-bit words in HBM, issue the gather with halved indices, and unpack the target row in VMEM:

1. Pair adjacent rows along the last dimension and view them as `int32`. A table of shape `(batch_size, value_dim)` in `bfloat16` becomes `(batch_size // 2, value_dim)` in `int32`.
2. Gather using `index // 2` (via `pltpu.sync_copy`, or `pl.Indirect` on the data table). Each 32-bit row fetched contains both row `2*i` and row `2*i + 1`.
3. In VMEM, view the buffer back as `bfloat16` and select the requested row based on whether the original index was even or odd (`index % 2`).

Below is an example gathering `bfloat16` values with packed rows:

```python
x_bf16 = x.astype(jnp.bfloat16)


@jax.jit
def gather_bf16_packed(x, indices):
  packing = 32 // 16  # 2
  # Pack adjacent 16-bit rows (2*i, 2*i+1) into 32-bit int32 words on HBM
  x_packed = x.reshape(batch_size // packing, packing * value_dim).view(
      jnp.int32
  )

  @pl.kernel(
      out_type=jax.ShapeDtypeStruct((num_indices, value_dim), x.dtype),
      mesh=vector_mesh,
      scratch_types=dict(
          gather_vmem=pltpu.VMEM((gather_window_size, value_dim), jnp.int32)
      ),
  )
  def kernel(x_packed_hbm, i_hbm, o_hbm, *, gather_vmem):
    def body(idx_vmem, o_vmem):
      # Issue indirect 32-bit DMA gather using halved index
      pltpu.sync_copy(
          x_packed_hbm.at[jax.lax.div(idx_vmem, packing)], gather_vmem
      )
      # Vectorized pair selection across the gathered window
      pairs = gather_vmem.view(jnp.bfloat16).reshape(-1, packing, value_dim)
      is_odd = (idx_vmem % 2)[:, None]
      o_vmem[...] = jnp.where(is_odd == 1, pairs[:, 1], pairs[:, 0])

    pltpu.emit_pipeline(
        body,
        grid=(num_indices // gather_window_size,),
        in_specs=[
            pl.BlockSpec((gather_window_size,), index_map=lambda i: (i,))
        ],
        out_specs=[
            pl.BlockSpec(
                (gather_window_size, value_dim), index_map=lambda i: (i, 0)
            )
        ],
        core_axis_name='subcore',
        dimension_semantics=(pltpu.PARALLEL,),
    )(i_hbm, o_hbm)

  return kernel(x_packed, indices)


out = gather_bf16_packed(x_bf16, indices)
np.testing.assert_array_equal(out, jnp.take(x_bf16, indices, axis=0))
```
