Class: Mat
- Inherits:
-
Object
- Object
- Mat
- Defined in:
- lib/toy/models/transformer.rb
Overview
Mat: 2D float matrix, flat-storage. Indexed as flat[i * ncols + j].
Instance Attribute Summary collapse
-
#flat ⇒ Object
Returns the value of attribute flat.
-
#ncols ⇒ Object
Returns the value of attribute ncols.
-
#nrows ⇒ Object
Returns the value of attribute nrows.
Instance Method Summary collapse
- #add!(other) ⇒ Object
- #fill_random(scale) ⇒ Object
- #fill_zero ⇒ Object
- #get(i, j) ⇒ Object
-
#info ⇒ Object
“Mat[5, 768] min=-2.34 max=1.97 mean=0.012” — shape + a few summary statistics.
-
#initialize(nrows, ncols) ⇒ Mat
constructor
A new instance of Mat.
-
#matmul(other) ⇒ Object
(m × n) · (n × p) → (m × p) — using local accumulator (faster than repeated indexed writes since each += would re-load the receiver).
-
#matmul_t(other) ⇒ Object
self · otherᵀ where other has the same column count as self.
-
#plus(other) ⇒ Object
Element-wise sum.
- #scale!(s) ⇒ Object
- #set_at(i, j, v) ⇒ Object
-
#shape ⇒ Object
“[5, 768]” — concise shape string for prints and logs.
-
#t_matmul(other) ⇒ Object
selfᵀ · other where self is (n × m) and other is (n × p) → (m × p).
- #transpose ⇒ Object
Constructor Details
#initialize(nrows, ncols) ⇒ Mat
Returns a new instance of Mat.
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# File 'lib/toy/models/transformer.rb', line 71 def initialize(nrows, ncols) @nrows = nrows @ncols = ncols @flat = Array.new(nrows * ncols, 0.0) end |
Instance Attribute Details
#flat ⇒ Object
Returns the value of attribute flat.
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# File 'lib/toy/models/transformer.rb', line 69 def flat @flat end |
#ncols ⇒ Object
Returns the value of attribute ncols.
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# File 'lib/toy/models/transformer.rb', line 69 def ncols @ncols end |
#nrows ⇒ Object
Returns the value of attribute nrows.
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# File 'lib/toy/models/transformer.rb', line 69 def nrows @nrows end |
Instance Method Details
#add!(other) ⇒ Object
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# File 'lib/toy/models/transformer.rb', line 212 def add!(other) _trace = TinyNN.tnn_trace_begin("Mat.add!") n = @nrows * @ncols i = 0 while i < n @flat[i] += other.flat[i] i += 1 end TinyNN.tnn_trace_end("Mat.add!", _trace) self end |
#fill_random(scale) ⇒ Object
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# File 'lib/toy/models/transformer.rb', line 77 def fill_random(scale) # Spinel's `rand` (no args) is the C `rand()` returning a large int, # not Ruby's [0.0, 1.0) float. Use `rand(N)` which behaves the same # in both: an integer in [0, N). n = @nrows * @ncols i = 0 while i < n @flat[i] = (rand(2000).to_f / 1000.0 - 1.0) * scale i += 1 end end |
#fill_zero ⇒ Object
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# File 'lib/toy/models/transformer.rb', line 89 def fill_zero n = @nrows * @ncols i = 0 while i < n @flat[i] = 0.0 i += 1 end end |
#get(i, j) ⇒ Object
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# File 'lib/toy/models/transformer.rb', line 236 def get(i, j) @flat[i * @ncols + j] end |
#info ⇒ Object
“Mat[5, 768] min=-2.34 max=1.97 mean=0.012” — shape + a few summary statistics. Useful for “is my activation drifting?” sanity checks.
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# File 'lib/toy/models/transformer.rb', line 255 def info n = @nrows * @ncols if n == 0 return "Mat[" + @nrows.to_s + ", " + @ncols.to_s + "] (empty)" end mn = @flat[0] mx = @flat[0] sum = 0.0 i = 0 while i < n v = @flat[i] if v < mn mn = v end if v > mx mx = v end sum = sum + v i += 1 end mean = sum / n.to_f "Mat[" + @nrows.to_s + ", " + @ncols.to_s + "] min=" + mn.to_s + " max=" + mx.to_s + " mean=" + mean.to_s end |
#matmul(other) ⇒ Object
(m × n) · (n × p) → (m × p) — using local accumulator (faster than repeated indexed writes since each += would re-load the receiver).
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# File 'lib/toy/models/transformer.rb', line 100 def matmul(other) _trace = TinyNN.tnn_trace_begin("Mat.matmul") m = @nrows n = @ncols p = other.ncols if MAT_SHAPES_ON; puts "MAT_SHAPE matmul " + m.to_s + " " + n.to_s + " " + p.to_s; end out = Mat.new(m, p) i = 0 while i < m j = 0 while j < p s = 0.0 k = 0 while k < n s = s + @flat[i * n + k] * other.flat[k * p + j] k += 1 end out.flat[i * p + j] = s j += 1 end i += 1 end TinyNN.tnn_trace_end("Mat.matmul", _trace) out end |
#matmul_t(other) ⇒ Object
self · otherᵀ where other has the same column count as self.
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# File 'lib/toy/models/transformer.rb', line 127 def matmul_t(other) _trace = TinyNN.tnn_trace_begin("Mat.matmul_t") m = @nrows n = @ncols p = other.nrows # other is (p × n) so otherᵀ is (n × p) if MAT_SHAPES_ON; puts "MAT_SHAPE matmul_t " + m.to_s + " " + n.to_s + " " + p.to_s; end out = Mat.new(m, p) i = 0 while i < m j = 0 while j < p s = 0.0 k = 0 while k < n s = s + @flat[i * n + k] * other.flat[j * n + k] k += 1 end out.flat[i * p + j] = s j += 1 end i += 1 end TinyNN.tnn_trace_end("Mat.matmul_t", _trace) out end |
#plus(other) ⇒ Object
Element-wise sum. Renamed from ‘add` to dodge a Spinel polymorphic-dispatch with Tep::Router#add (different arity, but Spinel’s arg-type-narrowing in 4024216 doesn’t catch the arity mismatch). add! (mutating, suffix-banged) is unaffected since method NAME (not signature) is what collides.
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# File 'lib/toy/models/transformer.rb', line 199 def plus(other) _trace = TinyNN.tnn_trace_begin("Mat.plus") out = Mat.new(@nrows, @ncols) n = @nrows * @ncols i = 0 while i < n out.flat[i] = @flat[i] + other.flat[i] i += 1 end TinyNN.tnn_trace_end("Mat.plus", _trace) out end |
#scale!(s) ⇒ Object
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# File 'lib/toy/models/transformer.rb', line 224 def scale!(s) _trace = TinyNN.tnn_trace_begin("Mat.scale!") n = @nrows * @ncols i = 0 while i < n @flat[i] = @flat[i] * s i += 1 end TinyNN.tnn_trace_end("Mat.scale!", _trace) self end |
#set_at(i, j, v) ⇒ Object
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# File 'lib/toy/models/transformer.rb', line 240 def set_at(i, j, v) @flat[i * @ncols + j] = v end |
#shape ⇒ Object
“[5, 768]” — concise shape string for prints and logs.
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# File 'lib/toy/models/transformer.rb', line 249 def shape "[" + @nrows.to_s + ", " + @ncols.to_s + "]" end |
#t_matmul(other) ⇒ Object
selfᵀ · other where self is (n × m) and other is (n × p) → (m × p)
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# File 'lib/toy/models/transformer.rb', line 154 def t_matmul(other) _trace = TinyNN.tnn_trace_begin("Mat.t_matmul") n = @nrows m = @ncols p = other.ncols if MAT_SHAPES_ON; puts "MAT_SHAPE t_matmul " + n.to_s + " " + m.to_s + " " + p.to_s; end out = Mat.new(m, p) i = 0 while i < m j = 0 while j < p s = 0.0 k = 0 while k < n s = s + @flat[k * m + i] * other.flat[k * p + j] k += 1 end out.flat[i * p + j] = s j += 1 end i += 1 end TinyNN.tnn_trace_end("Mat.t_matmul", _trace) out end |